{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# System ID with Neural ODEs in NeuroMANCER: LinearSimpleSingleZone\n",
    "\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/Users/shap825/anaconda3/envs/neuromancer/lib/python3.10/site-packages/tqdm/auto.py:21: TqdmWarning: IProgress not found. Please update jupyter and ipywidgets. See https://ipywidgets.readthedocs.io/en/stable/user_install.html\n",
      "  from .autonotebook import tqdm as notebook_tqdm\n"
     ]
    }
   ],
   "source": [
    "import numpy as np\n",
    "import sklearn.metrics as metrics\n",
    "from matplotlib import pyplot as plt\n",
    "\n",
    "import torch\n",
    "from torch.utils.data import DataLoader\n",
    "\n",
    "from neuromancer import psl, blocks\n",
    "from neuromancer.dynamics import integrators\n",
    "from neuromancer.modules.activations import SoftExponential\n",
    "from neuromancer.dataset import DictDataset\n",
    "from neuromancer.system import Node, System\n",
    "from neuromancer.constraint import variable\n",
    "from neuromancer.loss import PenaltyLoss\n",
    "from neuromancer.problem import Problem\n",
    "from neuromancer.loggers import BasicLogger\n",
    "from neuromancer.trainer import Trainer\n",
    "from tqdm.auto import tqdm\n",
    "\n",
    "from neuromancer.psl import plot"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 40,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<torch._C.Generator at 0x1544bac50>"
      ]
     },
     "execution_count": 40,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "torch.manual_seed(0)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Generate trajectories"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 41,
   "metadata": {},
   "outputs": [],
   "source": [
    "system = psl.systems[\"LinearSimpleSingleZone\"](backend=\"torch\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 37,
   "metadata": {},
   "outputs": [],
   "source": [
    "raw = system.simulate(nsim=64)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 38,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "0.01"
      ]
     },
     "execution_count": 38,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "system.ts"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 39,
   "metadata": {},
   "outputs": [
    {
     "data": {
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      "text/plain": [
       "<Figure size 2000x1600 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plot.pltOL(Y=raw[\"Y\"])"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Generate datasets"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "def get_data(sys, nsim, nsteps, signal=None, normalize=True):\n",
    "\n",
    "    nsim = (nsim // nsteps) * nsteps\n",
    "    x0 = sys.get_x0()\n",
    "    U = sys.get_U(nsim+1)\n",
    "    sim = sys.simulate(nsim=nsim, x0=x0, U=U)\n",
    "    Y = sys.normalize(sim[\"Y\"], key=\"Y\").reshape(nsim // nsteps, nsteps, sys.ny)\n",
    "    U = sys.normalize(sim[\"U\"], key=\"U\").reshape(nsim // nsteps, nsteps, sys.nu)\n",
    "    D = sys.normalize(sim[\"D\"], key=\"D\").reshape(nsim // nsteps, nsteps, sys.nd)\n",
    "\n",
    "\n",
    "\n",
    "\n",
    "    # for i in tqdm(range(nsim), desc=f\"Getting data...\"):\n",
    "    #     x0 = sys.get_x0()\n",
    "    #     given_U = torch.tensor(sys.get_U(nsteps + 1, signal=signal))\n",
    "    #     sim = sys.simulate(nsim=nsteps, x0=x0, U=given_U)\n",
    "    #     Y = torch.tensor(sys.normalize(sim['Y'], key='Y'), dtype=torch.float32)\n",
    "    #     U = torch.tensor(sys.normalize(sim['U'], key='U'), dtype=torch.float32)\n",
    "    #     D = torch.tensor(sys.normalize(sim['D'], key='D'), dtype=torch.float32)\n",
    "\n",
    "    #     given_U = sys.normalize(given_U, key='U')\n",
    "\n",
    "    #     ylist.append(Y)\n",
    "    #     ulist.append(given_U[:-1, :])\n",
    "    #     # ulist.append(U)\n",
    "    #     dlist.append(D)\n",
    "\n",
    "    # Y, U, D = torch.stack(ylist), torch.stack(ulist), torch.stack(dlist)\n",
    "    # ny, nu, nd = Y.shape[-1], U.shape[-1], D.shape[-1]\n",
    "\n",
    "    return {'Y': Y, 'U': U, 'D': D, 'yn': Y[:, :1]}\n",
    "\n",
    "\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [],
   "source": [
    "def get_dataloader(data, batch_size, name=\"train\", shuffle=True):\n",
    "    dataset = DictDataset(data, name=name)\n",
    "    return DataLoader(\n",
    "        dataset,\n",
    "        batch_size=batch_size,\n",
    "        collate_fn=dataset.collate_fn,\n",
    "        shuffle=shuffle,\n",
    "    )"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 42,
   "metadata": {},
   "outputs": [],
   "source": [
    "nsim = 1000\n",
    "nsteps = 50\n",
    "\n",
    "train_data = get_data(system, nsim, nsteps)\n",
    "dev_data = get_data(system, nsim, nsteps)\n",
    "test_data = get_data(system, nsim, nsim)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 43,
   "metadata": {},
   "outputs": [],
   "source": [
    "train_loader = get_dataloader(train_data, batch_size=100, name=\"train\")\n",
    "dev_loader = get_dataloader(dev_data, batch_size=100, name=\"dev\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(1, 1, 1)"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "system.ny, system.nu, system.nd"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 44,
   "metadata": {},
   "outputs": [],
   "source": [
    "dy = blocks.MLP(\n",
    "    system.ny + system.nu + system.nd,\n",
    "    system.ny,\n",
    "    bias=True,\n",
    "    linear_map=torch.nn.Linear,\n",
    "    nonlin=torch.nn.ReLU,\n",
    "    hsizes = [64, 64, 64],\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 45,
   "metadata": {},
   "outputs": [],
   "source": [
    "dyRK4 = integrators.RK4(dy, h=system.ts)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 46,
   "metadata": {},
   "outputs": [],
   "source": [
    "dynamics_model = System([Node(dyRK4, [\"yn\", \"U\", \"D\"], [\"yn\"])], nstep_key=\"Y\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 47,
   "metadata": {},
   "outputs": [],
   "source": [
    "y = variable(\"Y\")\n",
    "yhat = variable(\"yn\")[:,:-1,:]\n",
    "\n",
    "# yFD = (y[:, 1:, :] - y[:,:-1,:])\n",
    "# yhatFD = (yhat[:, 1:, :] - yhat[:,:-1,:])\n",
    "\n",
    "one_step_loss = (yhat[:,1,:] == y[:,1,:])^2\n",
    "one_step_loss.name = \"onestep_loss\"\n",
    "\n",
    "reference_loss = (yhat == y)^2\n",
    "reference_loss.name = \"ref_loss\""
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 48,
   "metadata": {},
   "outputs": [],
   "source": [
    "objectives = [reference_loss, one_step_loss]\n",
    "constraints = []\n",
    "loss = PenaltyLoss(objectives, constraints)\n",
    "problem = Problem([dynamics_model], loss)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 49,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "problem.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 50,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "None\n"
     ]
    }
   ],
   "source": [
    "optimizer = torch.optim.Adam(problem.parameters(), lr=0.001)\n",
    "logger = BasicLogger(\n",
    "    args=None,\n",
    "    savedir=\"test\",\n",
    "    verbosity=1,\n",
    "    stdout=[\"dev_loss\", \"train_loss\"],\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 51,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Number of parameters: 8641\n"
     ]
    }
   ],
   "source": [
    "trainer = Trainer(\n",
    "    problem,\n",
    "    train_loader,\n",
    "    dev_loader,\n",
    "    dev_loader,\n",
    "    optimizer,\n",
    "    logger,\n",
    "    patience=100,\n",
    "    warmup=100,\n",
    "    epochs=1000,\n",
    "    eval_metric=\"dev_loss\",\n",
    "    train_metric=\"train_loss\",\n",
    "    dev_metric=\"dev_loss\",\n",
    "    test_metric=\"dev_loss\"\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 52,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "epoch: 0\ttrain_loss: 0.18279\tdev_loss: 0.20011\teltime:  1.14847\n",
      "epoch: 1\ttrain_loss: 0.18031\tdev_loss: 0.19992\teltime:  1.20300\n",
      "epoch: 2\ttrain_loss: 0.17810\tdev_loss: 0.19972\teltime:  1.25254\n",
      "epoch: 3\ttrain_loss: 0.17615\tdev_loss: 0.19952\teltime:  1.30083\n",
      "epoch: 4\ttrain_loss: 0.17442\tdev_loss: 0.19932\teltime:  1.35524\n",
      "epoch: 5\ttrain_loss: 0.17289\tdev_loss: 0.19910\teltime:  1.40516\n",
      "epoch: 6\ttrain_loss: 0.17153\tdev_loss: 0.19885\teltime:  1.45510\n",
      "epoch: 7\ttrain_loss: 0.17036\tdev_loss: 0.19857\teltime:  1.50448\n",
      "epoch: 8\ttrain_loss: 0.16936\tdev_loss: 0.19826\teltime:  1.55260\n",
      "epoch: 9\ttrain_loss: 0.16855\tdev_loss: 0.19794\teltime:  1.60296\n",
      "epoch: 10\ttrain_loss: 0.16788\tdev_loss: 0.19762\teltime:  1.65414\n",
      "epoch: 11\ttrain_loss: 0.16731\tdev_loss: 0.19732\teltime:  1.70422\n",
      "epoch: 12\ttrain_loss: 0.16679\tdev_loss: 0.19709\teltime:  1.75254\n",
      "epoch: 13\ttrain_loss: 0.16630\tdev_loss: 0.19692\teltime:  1.80092\n",
      "epoch: 14\ttrain_loss: 0.16580\tdev_loss: 0.19684\teltime:  1.85013\n",
      "epoch: 15\ttrain_loss: 0.16529\tdev_loss: 0.19688\teltime:  1.90214\n",
      "epoch: 16\ttrain_loss: 0.16473\tdev_loss: 0.19705\teltime:  1.95426\n",
      "epoch: 17\ttrain_loss: 0.16412\tdev_loss: 0.19734\teltime:  2.00245\n",
      "epoch: 18\ttrain_loss: 0.16349\tdev_loss: 0.19782\teltime:  2.05094\n",
      "epoch: 19\ttrain_loss: 0.16285\tdev_loss: 0.19848\teltime:  2.10089\n",
      "epoch: 20\ttrain_loss: 0.16222\tdev_loss: 0.19933\teltime:  2.15111\n",
      "epoch: 21\ttrain_loss: 0.16162\tdev_loss: 0.20037\teltime:  2.20235\n",
      "epoch: 22\ttrain_loss: 0.16107\tdev_loss: 0.20164\teltime:  2.25163\n",
      "epoch: 23\ttrain_loss: 0.16057\tdev_loss: 0.20312\teltime:  2.30029\n",
      "epoch: 24\ttrain_loss: 0.16011\tdev_loss: 0.20480\teltime:  2.35094\n",
      "epoch: 25\ttrain_loss: 0.15965\tdev_loss: 0.20660\teltime:  2.40087\n",
      "epoch: 26\ttrain_loss: 0.15919\tdev_loss: 0.20855\teltime:  2.44891\n",
      "epoch: 27\ttrain_loss: 0.15870\tdev_loss: 0.21066\teltime:  2.49694\n",
      "epoch: 28\ttrain_loss: 0.15821\tdev_loss: 0.21294\teltime:  2.54427\n",
      "epoch: 29\ttrain_loss: 0.15775\tdev_loss: 0.21544\teltime:  2.59239\n",
      "epoch: 30\ttrain_loss: 0.15737\tdev_loss: 0.21819\teltime:  2.64039\n",
      "epoch: 31\ttrain_loss: 0.15710\tdev_loss: 0.22124\teltime:  2.68703\n",
      "epoch: 32\ttrain_loss: 0.15688\tdev_loss: 0.22459\teltime:  2.73400\n",
      "epoch: 33\ttrain_loss: 0.15669\tdev_loss: 0.22821\teltime:  2.78177\n",
      "epoch: 34\ttrain_loss: 0.15651\tdev_loss: 0.23200\teltime:  2.82993\n",
      "epoch: 35\ttrain_loss: 0.15635\tdev_loss: 0.23580\teltime:  2.87763\n",
      "epoch: 36\ttrain_loss: 0.15622\tdev_loss: 0.23932\teltime:  2.92478\n",
      "epoch: 37\ttrain_loss: 0.15612\tdev_loss: 0.24226\teltime:  2.97175\n",
      "epoch: 38\ttrain_loss: 0.15603\tdev_loss: 0.24442\teltime:  3.01824\n",
      "epoch: 39\ttrain_loss: 0.15592\tdev_loss: 0.24571\teltime:  3.06626\n",
      "epoch: 40\ttrain_loss: 0.15578\tdev_loss: 0.24621\teltime:  3.11365\n",
      "epoch: 41\ttrain_loss: 0.15562\tdev_loss: 0.24605\teltime:  3.15967\n",
      "epoch: 42\ttrain_loss: 0.15544\tdev_loss: 0.24541\teltime:  3.20661\n",
      "epoch: 43\ttrain_loss: 0.15526\tdev_loss: 0.24446\teltime:  3.25472\n",
      "epoch: 44\ttrain_loss: 0.15505\tdev_loss: 0.24330\teltime:  3.30431\n",
      "epoch: 45\ttrain_loss: 0.15482\tdev_loss: 0.24201\teltime:  3.35220\n",
      "epoch: 46\ttrain_loss: 0.15458\tdev_loss: 0.24060\teltime:  3.39994\n",
      "epoch: 47\ttrain_loss: 0.15433\tdev_loss: 0.23905\teltime:  3.44738\n",
      "epoch: 48\ttrain_loss: 0.15410\tdev_loss: 0.23734\teltime:  3.49492\n",
      "epoch: 49\ttrain_loss: 0.15388\tdev_loss: 0.23554\teltime:  3.54284\n",
      "epoch: 50\ttrain_loss: 0.15365\tdev_loss: 0.23371\teltime:  3.58940\n",
      "epoch: 51\ttrain_loss: 0.15342\tdev_loss: 0.23198\teltime:  3.63724\n",
      "epoch: 52\ttrain_loss: 0.15319\tdev_loss: 0.23043\teltime:  3.68434\n",
      "epoch: 53\ttrain_loss: 0.15296\tdev_loss: 0.22913\teltime:  3.73107\n",
      "epoch: 54\ttrain_loss: 0.15273\tdev_loss: 0.22811\teltime:  3.77975\n",
      "epoch: 55\ttrain_loss: 0.15249\tdev_loss: 0.22734\teltime:  3.82754\n",
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      "epoch: 251\ttrain_loss: 0.07569\tdev_loss: 0.14749\teltime:  13.22614\n",
      "epoch: 252\ttrain_loss: 0.07319\tdev_loss: 0.14724\teltime:  13.27329\n",
      "epoch: 253\ttrain_loss: 0.07479\tdev_loss: 0.14774\teltime:  13.32217\n",
      "epoch: 254\ttrain_loss: 0.07296\tdev_loss: 0.14756\teltime:  13.37046\n",
      "epoch: 255\ttrain_loss: 0.07367\tdev_loss: 0.14652\teltime:  13.41866\n",
      "epoch: 256\ttrain_loss: 0.07239\tdev_loss: 0.14538\teltime:  13.46603\n",
      "epoch: 257\ttrain_loss: 0.07398\tdev_loss: 0.14526\teltime:  13.51355\n",
      "epoch: 258\ttrain_loss: 0.07203\tdev_loss: 0.14500\teltime:  13.56187\n",
      "epoch: 259\ttrain_loss: 0.07260\tdev_loss: 0.14436\teltime:  13.60888\n",
      "epoch: 260\ttrain_loss: 0.07156\tdev_loss: 0.14395\teltime:  13.65583\n",
      "epoch: 261\ttrain_loss: 0.07271\tdev_loss: 0.14454\teltime:  13.70209\n",
      "epoch: 262\ttrain_loss: 0.07178\tdev_loss: 0.14481\teltime:  13.74981\n",
      "epoch: 263\ttrain_loss: 0.07162\tdev_loss: 0.14480\teltime:  13.79771\n",
      "epoch: 264\ttrain_loss: 0.07181\tdev_loss: 0.14574\teltime:  13.84499\n",
      "epoch: 265\ttrain_loss: 0.07091\tdev_loss: 0.14640\teltime:  13.89123\n",
      "epoch: 266\ttrain_loss: 0.07074\tdev_loss: 0.14674\teltime:  13.93851\n",
      "epoch: 267\ttrain_loss: 0.07073\tdev_loss: 0.14774\teltime:  13.98557\n",
      "epoch: 268\ttrain_loss: 0.07030\tdev_loss: 0.14833\teltime:  14.03298\n",
      "epoch: 269\ttrain_loss: 0.07004\tdev_loss: 0.14856\teltime:  14.07982\n",
      "epoch: 270\ttrain_loss: 0.07010\tdev_loss: 0.14937\teltime:  14.12629\n",
      "epoch: 271\ttrain_loss: 0.06985\tdev_loss: 0.14962\teltime:  14.17347\n",
      "epoch: 272\ttrain_loss: 0.06936\tdev_loss: 0.14950\teltime:  14.21982\n",
      "epoch: 273\ttrain_loss: 0.07012\tdev_loss: 0.15044\teltime:  14.26647\n",
      "epoch: 274\ttrain_loss: 0.07169\tdev_loss: 0.15032\teltime:  14.31392\n",
      "epoch: 275\ttrain_loss: 0.07024\tdev_loss: 0.14953\teltime:  14.36140\n",
      "epoch: 276\ttrain_loss: 0.07143\tdev_loss: 0.14988\teltime:  14.40785\n",
      "epoch: 277\ttrain_loss: 0.06953\tdev_loss: 0.15126\teltime:  14.45427\n",
      "epoch: 278\ttrain_loss: 0.07607\tdev_loss: 0.15127\teltime:  14.50174\n",
      "epoch: 279\ttrain_loss: 0.07567\tdev_loss: 0.15019\teltime:  14.54923\n",
      "epoch: 280\ttrain_loss: 0.06765\tdev_loss: 0.14942\teltime:  14.59550\n",
      "epoch: 281\ttrain_loss: 0.07619\tdev_loss: 0.15007\teltime:  14.64198\n",
      "epoch: 282\ttrain_loss: 0.07242\tdev_loss: 0.15155\teltime:  14.68868\n",
      "Early stopping!!!\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "<All keys matched successfully>"
      ]
     },
     "execution_count": 52,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "best_model = trainer.train()\n",
    "problem.load_state_dict(best_model)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 53,
   "metadata": {},
   "outputs": [],
   "source": [
    "with torch.no_grad():\n",
    "    test_outputs=dynamics_model(test_data)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 54,
   "metadata": {},
   "outputs": [],
   "source": [
    "for key in test_outputs:\n",
    "    if key == 'yn':\n",
    "        test_outputs['yn'] = system.denormalize(test_outputs['yn'], key='Y')\n",
    "    else:\n",
    "        test_outputs[key] = system.denormalize(test_outputs[key], key=key)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 55,
   "metadata": {},
   "outputs": [],
   "source": [
    "pred_traj = test_outputs[\"yn\"][:,:-1].detach().numpy()\n",
    "true_traj = test_outputs[\"Y\"].detach().numpy()\n",
    "\n",
    "pred_traj = pred_traj.reshape(-1,system.ny)\n",
    "true_traj = true_traj.reshape(-1,system.ny)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 56,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[<matplotlib.lines.Line2D at 0x290f04c40>]"
      ]
     },
     "execution_count": 56,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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kLJZ6wuLiYcmtzMWzfz2L57Y8p3C0NBk6VXCK+X1v5l7FtlRIg0pYVNzUuFZ2De0/bQ/NaxqM+2kcDuccvt5DUsGBnMocrL+4HsdyjwEAfPW+TLhGaaVQ68jWeHPIm5jeZbrTcW8lXGZVZCFlSQrG/zweFEV5ZEsFMHvjbPT8qie2XN3CHPP0u+ITjqs0V2Lh/oX4/MjnCkdLl81/MPID5vfLJZcV21IhDSphUXFT41jeMZwpPAMAWHthLfZn7b/OI1LBhV3XduG2H2/DnM1zmGOelja3jmyNFwe+iIe7Pux03Fuy7G/vfhvpZen4/fzv6u7aC+DyiHnyXZltZljsFgDuISHyu1IFXTK2OX3m4Pvx3wNQtX3+Dag5LCpuarjueq6UXLlOI1EhBFKCHGJ0VG2E+YYhqyLL6/L8zK5dYZiB4ED2AQB02bReq06lnoKTsHiQw0K8K4B7SIh476x2Kyw2Cww6g2z7BBPaTEB1m2o1gftfgPqUqbipkVmeCYAOMdRZ6zzu/quiYcClwUGqOJTmsGSUZ6C0thTxQfFOQnHeyGGx2Cw4XXAaAHBu5jmkhKUotuWKjPIMnC08iyFNh8CoN3rNbmMHV/hmSqcpuLPtnYoqegJ9ArH/4f2otlS7Ve+wyUWNpQYhOvnlzeeLzqPWUouUsJR/RexOhRoSUnGTI7OCJix9EmkNh6yKrOs5HBU8KDe5e1jIIqWUWCzZvwSdP++MBXsXOB33Rg7LtfJrMNvM8Df4o2loU8V2XGG1W9FnWR+M+WEM3tr9ltfs3gjg8rAE+gQiOiCaEf6TA4POgF6JvTA0Zajbaz46H6byTGlY6I1db6DrF12x7OgyRe9XIR8qYVFxU4MQlN6JvQFA9bA0UnB5WJgGdQpDN3xVQi8OeBFbpmzB7a1uV2QXcHjumoQ0gdVuZX73FIdzDiOnMgeAo2T2/wMoiuL9vhoCGo2G8bIoJSx5VXkAgNjAWMz+czZGfT9KTbxtYKghIRU3Ncik0jWuKwC6nJGiKGg0mus5LBUuYDwsLOXRR7s+itGpoxUpnAJAlYV7AewW303hKB0w6AwY0nQIwvzCYHzTCAoUal+sVeQJYIOdvHu28CwqTBVeEThr7DDZTIzSMfv7yizPxDt73oFRb8TCUQtl2bxWdg2rzq5CYnAi7m1/r9vr/gZ/VJmrPCYscUFx2Ja+DWcLz+Ja2TWPFZpV8EMlLCpuagQZgxDoE4hWEa0A0C73GkuNWxKeiusLpo8QKyTkac8f4plpCGn+/k36Y9sD20BRFALnB6LGUoPsimyP5dnJDn1w08H48c4fmXyb/w94d/i7qDJXOVX0VJor8enhTxHuFy6bsJwtPIv/bvkvusR24SQs/zz0DwxaA+KD4hWNt6C6AAAQHRCNmIAYnC08i/zqfEW2VEiDSlhU3NQ48wRd0kxRFIqfK0aIMQQ6re46j0qFK2b3nI3RqaPRN6mv12zyhRhOF5zGPxn/ICUsBSNTR3r0GRqNBonBibhYfBFZFVleIyxTOk5BbGCsR7ZuJPjqffFcP3cRN0+E44hoHF+IyRNPCEVRjMBdmG8YwvzCAMBJ9E6F96ESFhX/L6DRaBhdDxWND6Obj8bo5qOdjmVVZOFk/klE+EWgV2Iv2Tb5CMvWq1vxzF/P4L729ykmLOywYnRANC4WX2R23J7gfwP+h1tb3ooBTQZ4bOtmAPGOWewWmKwmWVVTjCx/A3hTq8xVTAgrzC8MYb40YSGeQhUNAzXpVoUKFY0S6y+uxy0rb8E7/7yj6P1cvYTYv3tSJTTiuxGIWRCDPy/9iSh/umS6qKZIsT2CwU0H48leTyKvKg/PbXkOP5z8wWObNwIqTBU4knMEV0uvOh1nf3dyvy+Sm8Knj7L82HL8d/N/cTT3qMzROkTifHQ+8NP7MYRFFY9rWKiERcVNi53pO9Hzy554auNTAID3/3kf9/x6D/7J+Oc6j0yFK/6++jd2X9uNWkstc8zTPjKPdXsMz/V9Dimhzhop3tBhya3KRUF1AYw6IyL9IwEAhTWFiu254kjuEby/9338cfEPr9lszDiUfQjdv+yOO366w+m4XquHn94PgPzvq9ZK30vk/a745cwvWLBvAaOnIweBPoGYP2w+XhzwIjQaDVPdpnpYGhZqSEjFTYucyhwcyjnE7NJ2XNuBPy/9iVGpo9CvSb/rPDoVbIz7eRyqzFW4PPsykwfClDUr9IQ81fspzuPkfvCEsBRW0+QkKiDKax6WktoS/H31bySFJDH5K6QS5WaHUElzkDEItdZa2cSVeFj4CIsnZc3hfuF4of8LzO8kh4WQJBUNA5WwqLhp4Voq62lvGhUNA4qiOPMNPPWw8MFTaX47ZUdxbTEAINI/Ej0SemBKxynomdDTo3Gdyj+Fu3+9Gy3CW+CL274AQHty/j9AkLD4BKGgukA2cSXeOr6QkKc6LGxM7zodj3Z7VG3R0MCQFRKaP38+evTogaCgIERHR2PcuHG4cOGC0zlr1qzBqFGjEBkZCY1Gg+PHj0uyvXr1arRt2xZGoxFt27bFb7/9JmdoKlS4wbU/DRNnVjP5vQ6zzaz4vbXWWlCgux1zNb5T4mGxU3acLjiNq6VXYafsTq8RUqR0oaoyVzE2w3zDMK71OHw7/lvc3/F+RfYISNJuTGAM42HxRiLvjQAhwrL9ge3IezZPNiGc3nU6tkzZghndZ3C+7glhya3MxdHco4wHzEfno5KVfwGyCMvOnTsxc+ZM7N+/H1u2bIHVasXIkSNRXe1oMlVdXY1+/frhnXekJ8rt27cP99xzD6ZMmYITJ05gypQpuPvuu3HgwAE5w1OhwgnEw0KEt1QPS8Pg6+NfI3h+ML448oWi97NDM+zdsCcelgpTBTos7YDUD1NhtVudXiOfQcpe5YIQYYPW4LFQHBskYTPcL5wh1+V15W6E62aEEGFJCklCTGCMbEKQEpaC4c2Go21UW87XPSEsK0+tRLcvuuHZzc/Kfq8K5ZB1B2zatMnp9xUrViA6OhpHjhzBwIEDAQBTpkwBAKSnp0u2u3jxYowYMQJz584FAMydOxc7d+7E4sWL8eOPP8oZogoVDHg9LGomv1fx4NoHAQCfHvoUj3Z7VPb7yWLlb/Bn+rsAzh4WuerEZBHSarQwaJ078TYJaYLf7vlNsQQ8u42ARqMBRVGos9ah2lLNJOAqAVvXgyRxUqBQXlfO5EjcrGAIi6HhZfkJPCEsZA4hc0p+VT6e+esZmG1m/Hr3r94bpAoneOTDKi+nF4TwcM/0Lfbt24dnnnnG6dioUaOwePFi3veYTCaYTCbm94oKZR1dVdy8UHNY/l0ova5cXXoB+vtaPGoxgoxBoEBBA+mEhZ2/4Ep0An0CMa71OEVjBQCdVofBTQcznrsT+SfQ5fMuiA2MRe6zynNOyCIY6hsKo94IP70faq21KKsr+/9DWDhI5LcnvsWh7EOY2HYiBjUdJNnmhosbkFWRhUFNB6F1ZGu31z0iLLXOhIUChR9P/wgNNLBTdifirQRfHPkCR3OPYtGoRfAzcCcN/3+EYsJCURTmzJmD/v37o3379h4NIi8vDzExMU7HYmJikJfHnyE/f/58vPbaax59roqbGz46H4QYQ5hJhVGjVD0sXkWvhF44kK08fMu3WPnqfXkrfcQgViHiCdpGtcX2B7YzvxMPHvHoKQXx3JD79dAjhxBkDFIsHc+GyWrChwc+xKCmgzxODm4IDE0ZCh+dDwYmD3R7bdPlTfjx9I9IDU+VRViWHl6KDZc24KvbvuIkLNO7Tse41uOYKi85YIfvADh5xCpMFU5NPOXiUvElzFhP5900DW3qVI30/x2KCcusWbNw8uRJ7NmzxysDcd0FibmA586dizlz5jC/V1RUICkpyStjUXFzYPkdy7H8juXM78ObDUfJcyVODfZUeI6Px36MHl/2YBJn5aJJSBMsHrWYt5pDCUh5KZ/NH0/9iCpzFSZ1mOSxEiq5n2qttbDYLDDoDCLv4AYTZqgn1u2i23k0Ljbe3PUm3tz9JmIDY3H1yauNbtc+psUYjGkxhvM10luIeOKkQuweiA2MVdz+wPW78tX7wlfvizprHUprSz0iLNfKrzE/b7q8SSUsLCgiLLNnz8a6deuwa9cuJCYmejyI2NhYN29KQUGBm9eFDaPRCKNRukyzChVkUlHhXUT6R9L9VHyVhS0SghN4PSkHsg6grK4MvRJ7yVoEGA8Lz8L88LqHUWutxYjUER4TFnY35XJTueI8lie6P4EhTYegX5L3NYJWnl4JgNZ12XVtF0Y1H+X1z2goKA3dkLBgQ5AzV28Y+Tm3Ktdj8bjhzYbj2Ixj6PJ5F5zIP6F2l2dBVqCNoijMmjULa9aswbZt25CSkiL+Jgno06cPtmzZ4nRs8+bN6NvXe43QVKhQ4X3YKTssNguOzjiK448d97r9+3+7H6N/GI0zBWdkva8hNTje/+d9RL8fjblb6SIBvVbPeAE8CQsNajoIj3V/DB1iOgAAVp1Zhf9u/i92X9ut2CbBtqnbmOTjk/knPbbnbaSVpuFi8UVOMT9CKOVWdYmFBS8WX8RrO17DZ4c/kzlax/fMJqveVLttE9kGOo0OZXVlyKnM8djezQJZhGXmzJn4/vvvsXLlSgQFBSEvLw95eXmorXWo+5WUlOD48eM4e/YsAODChQs4fvy4kwdl6tSpTEUQADz11FPYvHkz3n33XZw/fx7vvvsutm7diqefftrDP0/F/2eM/G4kRn43EtkV2QBol/KjfzyKSasnwWa3XefR3RyotdSi5cctkbIkRbGuSWZ5JvZk7EFaaZrba0qJRXJoMp7t8ywmtZ/E+TpT2iwzzADQiraFNYVO2jMNIc2+7uI6LNi3wKP8IILk0GS8MugVAMDJgsZHWB754xG0+rgV1l1Y5/aaYg+LSEjoSskVvLrzVXx59EuZowVm9piJF/q9gGZhzZhjpKrNEwVlAqPeiITgBABARnmGx/ZuFsgKCS1duhQAMHjwYKfjK1aswLRp0wAA69atw4MPPsi8du+99wIAXnnlFbz66qsAgIyMDGi1Dq7Ut29f/PTTT3jppZcwb948pKam4ueff0avXvI7tKpQAdDewG1p22CjbIw7VafVMZPT0luWqrksXoDFbmF+di0floqfz/yM/275L+7veD++G/+d02tM/oLM3XXbqLZYMHIB7+ueiMcRUsK+f0J8Q5Bdmc1UpinBHxf+QIBPAPom9YWv3tfrQoctIloAAK6VXRM589+HkDdE6T0gFhLyxMs2s+dMt2MkaVypvg9ACzBGvx+N+KB4Jpk7syITfdBHsc2bCbIIC0WJJ9VNmzaNIS982LFjh9uxiRMnYuLEiXKGo0IFL2osNUz7d/LgG3VG6DQ62CgbKs2VKmHxAiw2B2Hps6wPvhv/nexkUaasmUODw5vy6d6yy5TLGx33z60tbkX3+O6K81coisL4n8fDRtmQPScb8UHxDGHx1Guz9epWHMg6AJ1WBwDIqsjyyB4bBdUFWHt+LaZ2mgqjXnlOoZA3RKk3rCF7CXFh3b3r4KPzUZx0DQDZFTTprbPW4cijR2DUG5EUrBaTEKhawioaFbZc2QK9Vo8hKUM8skMWFZ1Gx0xMGo0GQcYglNWVecVtq8LZw3Is75iijsVCGhxM/oLMxaqktgQVpgqE+YZxElNPFiu2cBzBuyPelW2HjSpzFUOwCVEh9j0tw99wcQMWH1iM2T1n49rT1xAXGOeRPQKKonDHT3dgf9Z+XCi+gJcGvoTyunIkhybLtiXkDbm73d0YmjJUthbNTxN/QqWpEk1CmnC+rvQesNltOFVwCkE+QUgJS2E0VzxN3gaA7Eo6fJ0QnODVKrGbBZ6p26hQ4UWcyj+FUd+PwtBvh2J72nbxNwiAnRTHzrD3dkO938//7ib9/v8Jrj2ElBBB8h6uCV/povL54c+RsiQFc/6aw/m6J/L8roKE3gAhJT46H6aSzVu6QWQRTA1LRZOQJh55ANi4VHIJ+7P2AwAW7V+Erp93RdMlTRXlXAh5Q8L8wtAiooVs79XwZsMxvs14JrfEFUrvrdK6UnT5vAuaf9RcUtRBDopr6KaaSrRh/j9AJSwqGg1+Pfsro+Wx4dIGj2yRhnnsLH7As4Z6rvjr8l+485c7seGiZ2O9kcEOCQHKiCAhDZweFoOyXBOxsua5/efi17t+xeCmg2XZBVg5LEZnwlJnrVOUxAs4K6cSgu2tHBZ2U0Vv4mjuUebn78Z/h7QyOmn617PypenFEmQbAmzCIod4EILtp/djwmwAXdU1afUkfH38a8VjIl3AI/wjcK7wHF7a9hI+PPChYns3G1TCoqLR4EjuEebnQzmHPLLFF2Ygv3sjJPTLmV9gp+zYk+Ed8cQbEeyQEKDsuhLCQsgJG3e3uxuLRi3CiNQRsmyKLYCDmw7GnW3v5A0XCKFNZBt0ie2C6IBo5tjcrXPh95YfXt7+smx7ALfXhoSEPEnkBRyEJTogGh/s/QAP/P4Ajucd98gmAJzIOwEAeKzbY5jUYRKmdZ4GQFlpt1BIKLM8E//7+394a9dbku3VWeuw7OgyrDy1kpeMsO+NOmudZNuElLt6bs4UnsGPp3/EweyDkm25gnhYIvwikFaWhrd2v4VvTnyj2N7NBjWHRUWjwfmi88zP3eK6eWTLarci2Bjs7mHxUkioylyF/k36Y/nx5U5E6/8bwnzD8GTPJ/HhQXoXqMRzRbwhXORiZOpIjEwd6VWbnmLNPWvcjhEirJRcEKJH7k8A6BbfDScfO+lx6InkFUX5R+GPi39g57WdGNt8LDrHdvbIbnp5OgCgeXhzAEDriNZOx+XgqV5PocpcxUjds1FYU4j5e+YjMTgRLw58UZK9ktoSTP9jOnQaHSZ14C5tD/AJwL6H98Hf4A8fnY/ksZJ7vCE2Q8TDEu4XzoTACqvl54XdrFAJi4pGAYqiMDB5ICL8I7D23rWKJbMJRqaORPkL7ovHj3f+CJ1W50Zk5KCktgQR70Uwv6eXpSu2daMjLigOS8YsgclmwudHPldEBB/s/CD6JfVD17iuXhsX8bDwVYicLjiNMwVn0Dy8ObrFe0aOAcduW2lJK7lu7EUw0CeQEZFTCpvd5siLCIhCVACdG6EkOdoVpNrIoDNgy5UtuFRyCYCyzcBbw/i9J0qqhMRCggDdybt3Ym/JNgm4yCXg+O48CTfHBMSgS2wXpIalMnkshTWFqtptPVTCoqJRQKPROPX9aSiQCdsTXC296vR7RnkGrHYr9FrPH6ePD36MJQeW4Jtx36Bv0o2j9BzhF4EIvwhF1+DudnfzvlZQXYBLxZcQ4huC9tHSm6yKeVh+PPUj3t7zNp7s+aRXCAsJZyndXXeL74altyx1CjN5A8W1xUxeWKR/JCL96F17UU2Rx7a3P7AduZW5+PLolxj5vcMLRkJQ3oKS5FgxpWNPwEUu2b974mF5ps8zeKbPMwCAClMFADpcVWut/VfzexorVMKiolHCYrOAAiXLVftvgUhld43rilP5p2CxW5BVkYWmoU09sltYXYjZG2cDAI7kHGn0hOVg9kGsOLYC93e8H8/2fVZwl6wUq8+uxhN/PoHxrcdzhmL4ILbDVlohUmmqRMuPW8Lf4I+zT5xltEc8XayahzdnQisEFpsF7+x5B1XmKrwx9A1Fz0KYbxiOzziOSnMl9Fq9V8MMeq0eSSFJaBPZxum4XC+TxWZBRnkG/A3+iAtyL7kmZNBkM8FmtzkluvJBzMNG8OWRL5FfnY8HOz/IKMuKgfGwuOSwEI+LtyQTAn0CoYEGFCiU15WrhAVq0q2KRgKr3Qo7ZQcAjPtpHHze9MGqM6sU2/v2xLcY9f0oLD201On4hosbMOOPGfj+5PeKbedW5gIAEoMTmUmOHPME+7L2AQASghIwu9dsj+01NB5c+yA+O/IZ+q/oj0FfD1Js51juMZzIO8HsitlQqkg7tvlYzOg2A+2iuLUsGMJilWe32lKNvKo8pJWmOREIbyZzE2g1Wry842W8t/c9ZrctFwadAZ1iO6F/k/4AvJfIy0Z8ULzT75/f+rms918rv4bmHzVHq49bcb7OXqil3gdSQkIA8N7e9zBv+zxZYd120e3wfL/ncWebO52Oe/se0Gq0TOjam9/XjQzVw6KiUWDlqZV4aO1DuLPtncwElV+dr9jeucJz2HxlM9pGtnU6fjT3KL44+gUoULi/4/2KbBMPS1xgHCL8IlBQXeCVLtBHcujk3VGpjb+T7tXSqzhbeJb5XaksPwCMXTkWeVV5ODbjmFsiqFJZ9sd7PC74ulIixA41sXMKlArcEZwtPIu8qjw0D2/OVC7ptDr46f1Qa61FlblKsYouGySB19MFML0sHfO2z0Oz0Ga4p/09zHEfnQ96JvSUZUtMQt9X78t4Gqot1by6Klw2xbwSSjxt3eO7o3t8d7fj3iAs7T9tD5PNhPX3rUeryFYI8Q1Buanco6aaNxNUwqKiUaCwuhA2ygaD1sBMzJ7EwvnEyLzRoIxNWF4Z/IpiO664WkbnxrSK5N5pNiacyj/l9PuxvGMY+s1QtIpohaW3LuV5FzeEFpeGluZXKvfuOta4wDjc0eoOJIfIV3kFgE8OfoJPD3+Klwe+jNeGvMYcD/QJZAiLEpzMP4k/LvyBtlFtMb7NeEY7xtMFML0sHd+f/B6tIlphVs9ZzHEN5CeGiknoazQa+Bv8UW2plnwfSA0JefP+6hrXFSXPlShWvKUoCpdLLsNkMzEboA2TNsCoMyoqv+dCjaUGvnpfRp33RoNKWFQ0CrC1Ikh2vCeEhU+MjClr9iCTn5QeeiOBlw3ill52bBm+OPIFnuv3HB7t9qhXP8NbuFB8AQDdn8lkMwEAtqdv96ismbPxnULPRV5VHgxaA0J9QzlzHjwVpHMlLK0iW+H3e3+XZYuNKgu3blCQMQiFNYWKy/APZB3AS9tfwm0tb8P4NuMxtsVY5MzJ8bhUmv28skuRTTYTPjn4CR7v8bjkRVGKaNzeh/fCqDMiMThRks1eCb2w6q5VbuJ+riD3HBmDFORU5qDOWoco/ygnb49BZ5DdPoCNGksN8yyRayon0VwM/2T8gzE/jEG/Jv2wcfJGr9n9N3Fj0iwVNx0KahwTIKmU8CQkxHhYDNweFk90WLrEdsHI1JFOSZIk/8YTpJXSSqFhvmG4UnqF+b0x4mLxRQBgJlgCudfVarcy4nPe9LD0+LIHIt+PxLG8Y5yvK7VLzvdG3xg2+MTIPA0zkNAPyV0J8AlAXFCcxwmcJGk3KiDKjRDO2jhL1njFQkIA0DGmI1pFtpKceJwQnICJbSeKCg4quQ/mbZuH1A9T8fHBjyW/RwrIRsigNXCqPnuKV3a8gkpzJTZd3uRxQ83rBZWwqGgUIDu2KP8oRPjTGieeSJLzKd0q3VmzMW/QPPx1/18YmToSXx39CoFvB2LymsmK7QG0O3hYs2EY3mw4Ux2UU5Xjkc2GRF5VHudxuR4WdqIt14KlNIdFLIehQ0wHrLhjBd4e9rYsu8TTw2fXbDMr6i/TUMrMXI0avYGS2hIAdDk7QKvdsiHn+RILCTUklBAWco+7kkub3YYZf8zA5DWTFW2ISJgu1DeUyY/acHEDXvz7RWxL2ybbHht2ys60Ujg4/aDX74d/CyphUdEoQHZs0QHRzMPkyS6ALyTk7ZwIg9aAaku1xzsWjUaDb8Z9gy1TtjCJpyRXpjGCeFbeHf4uovyj8Hh3OslV7sLKdsVzJS7HBsbijSFv4JVB8nKFxBbB+KB4TOs8DaObj5Zl18/gh04xndAyoqXTcYvNAp83fGB806joXhBTT1UawnTte1RlrsJTG5/Cg2sf9KhxnysRWnrrUlCvUIo2BFJCQt8c/wbzts3DmYIzkmyeyj+Fn0//LNqCQMl8wOe91Wl1WHF8BVaeWqkoqZmLCP156U+8vedt7EjfIdseG9fKrqG0rhQ+Oh+PFY6vJ9QcFhWNAoyHJSAK4X7hGN18NFJCUxTbIyEaV9e9J116CdhaEGTC9rRBHRukTNRbhCWnMgcz1s/AwpEL0SKihVdsbpmyBVa7FRRF4b99/4vcqlwsPbwUVeYqWaqcZKHgSwQM8wvDSwNfkjU2iqIarJne0JShOP7YcbfjBp2B+ZurzFWycxn41FOXjF4Ck9WkWOPHNSSkgYZpo/Dh6A8lVdxwgc9zE+ATICs5FgBahLfAzB4z3UggGyuOr8DOazvRPro92kVzl6qzsersKryx6w3M7DETH4/lD9083+95TO86Hc3Cmkker1BYMNAnEKV1pYo8LOQ9bBVupqrLC0nSAJASmuK1bt3XAyphUdEo0L9JfzSvao6EoAQkhSR5nBS2+8HdoCiKUfkk6BTbCelPpSvOQbDYLDC+aUSwMRhpT6V5xRsE0KEEDTQw6AyMm5243T3Fkv1LcLX0qqzEQilgq9qS3aadssNsMzOCamII8gnCq4NedfuePAG7kR1fXkSdtQ5/X/0btdZaTGw70SufG2AIgNlmVhS+4VNPbR3Z2qMxMR6W+oXP3+APnUYHG2VDualcOWEx0XZJR+krJVdwtfQqs/GQQ1h6JfZCr8RegufILUNn8mJEwkxtotoIvs5pW4AM+xv8UVpXquhZM+qN6BLbxek7Z6q6vFCGDtD3/bBvh8GoM+LPyX96ZPN6QCUsKhoFvp+gXMiNDxqNxq3M0lfvi+RQZaWnAL0AUKBQbipHsDGY2Ul7Slh+PfsrJq+ZjNtb3Y4PR9M7YG95bf68/CfOFp7FucJz6BjT0Ss2XUEayAUYAlBrrZVMWCL8I0RLw0/ln0K1pRpdYrtIssteLPgWrCpzFW798VYAgHWeVZJ6qhjI7loJYXll0CsorCn0WC3ZFey8CIB+JkJ8Q1BSW4LyunLJVTeu+GHCDyirK2MW7btW3eWU4KxUj4YPckM3UoXjlEAo3OhJyHlw08E4OuOo0zFvCf0RwpIanoptadsaJKn334BKWFQ0WtjsNmg0mkalGUC8HiHGEOi0Oq95WEhvF1+9L8L9wtE0tCnC/cJhtpk9ak9gtVtxoYguQVbS6I0LmeWZeHDtg0gOScayO5YBoEMippdMIu9Uht7LeqPGUoOrT15FSph4mJAsFnqtntf97aqeKtXTsGT/Enxy6BNM6TgF8wbNc3qNLAJKwo0PdnmQ8/g/Gf9gR/oOdIrthFtb3irb7pe3fYm8qjy0jXIIKIYY6wmLB4ugr97XqUGpK0mTs2CX1ZXBbDMj2BjMK8AoN/laakjweN5x7EzfiRYRLTC2xVhJtoX6VHk7R85bIaHpXadjYPJABBmD0OurXqgyV6HCVOFRE9jrgcazEqj4fwuKotwSABMXJkL/hh5XSq4osnnbj7fhrlV3uXkpTFYT/rP5P3hiwxMw28yy7ZbW0faIZ4UQFpPNxCktLxWE8IT5hiHIGIS0p9Jw5NEjHvdSSi9LZ8qGvzjyBd7Y+YZH9gC6S+/faX9jW7pnlQsA3eDtdMFppvMvF+QuVkadEdO7TMcDnR7gPYe9O5azuORW5eJSySXmPmCjIeT5d6TvwEvbX8La82sVvb9VZCsMajrISTPIW4sgG+zFe+29azmVYPnw1q63ELMgBi9t489VkksEpArH7Ujfgaf/elpWq45pnabhie5PcPYeIh4dT+YCNrwVEkoKScKwZsPQM6EnYzO7Itvj8f3bUAmLiuuOUwWnYHjDgNYfO2K3xEWvxHNhtpmx/uJ6/Hr2V7fkT61Giw/2fYClh5cqclsTAkRi94E+geiX1A9jW4x10ySRg4YqP71UfIn5+e09b+OLo194bJMtGuYptqdtR4elHXDXqrt4z5G7WEUFROHL27/EV7d/xXsOUU+VY5d9LtfuWilhMdvM2J62HYdzDrsRd8amxXskyBuL4OPrH8dTG59iPIPspoW3t7odMYExkm1J8YbIrT6SGhJSpMMyaB4+ueUTTvVZTzwsb+56E80/bI6F+xYyxwi59KZuCvmuPNG5ul5QQ0IqrjsqTBWwUTYn8TUyqSp5UNkLhmvpoUFngF6rh9VuRY2lRnY1BwkJkfdpNVrseWiP7DG6oqEIS3YlvYvqHt8dh3MOI7si2+MwEx9heWz9Y7hSegULRy5Eh5gOkmwJEQACpTL6YvA3+KPGUuM1wtI3qS+CjEGICZC+WAO0ps3Qb4fCR+fjFlZjypoVVJ3YKTvm756PUN9QTO86ncn/8dTDYqfs+OLoF7BTdrzQ/wUAwNJblmLCzxPwbJ9nZduTkiAr9x5oyF5CQvjpzp+cmhbKQVZFFq6UXnH6rjvGdMTB6Qed1ISV4KMDH8FX74uJbScytrxZ2fhvQSUsKq47yMTJfsg9yQ0hk49Ba+DMYfA3+KPCVKFokiKhAE8nEFe4EpaH1j6EXdd24aMxH2FMizGK7ZIu0h2jO+JE3glY7BbkV+UjKSRJsU1CWFwX5r2Ze3Gq4BTyq/PRAdIIixTXvdwKEbPNjFpLLfwN/oIlnEpK3IUIy5tD35Rsh8umK7kGPMuLqTZX46XtdJjloS4PMcc/u+UzLL1lKVONJheVpkpmc0Hu16ahTXF0xlEczjmM709+jw7RHdAptpMke6RjthC5mN51Om5teatbZ2g+vND/BUzqMAl9EvsInieXsNgpOzLLM+Fv8Eekf6SbB9eTdh1cOiyBPoHokdBDsU2CF/5+ATWWGgxNGcp4h71VhfhvQg0JqbjuqDBVAIBTfxNPCIuY1Lcnu6r4oHiMTB2JrrFd3V7zphBXXlUerpRe4VWUlYqeCT3xZM8nMTJ1pFdaHgAOCXHXBc/bIRaldrdc2YLQd0PRd3lfwfOIXTn5BlLGKxcNlcRJPI1ajdYpmTUuKA7xQfGSK7lcQe5Vo87o9owtO7oMU36bgrUXpOfcSJHmTwpJQo+EHpx5I1wYmjIU0zpPQ2p4quB5cq9vpakSTZc0RfSCaEU5cGK2AXctHk/B9iJGBUQhJiAG0QHRXpUS+LegelhUXHcQwsLlYVESZxfbtXuyCExoMwET2kxwOnbvr/di/cX1+OK2LzCpwyTZNgG6WZtRb2TKWknIydNd0KjmozCq+SgAwHt730N2ZTbyqzwjLFwEE1DWqFDKYiXXEyKVVLwy6BXUWGpkielJsS1HOE/MpjcIS6BPoKzxiEEofKlkvA0l8icFDGmVqJtC/i6tRssZVl1zbg22XNmCkakjMb7NeFlj4ZoH7ZQd7//zPqot1Zjbf66iMm3yfWk1WgT5BDGVfTciVMKi4rqDkBInhUcPcljIIshXIuntuLXVbvVYnn/+8PlOv4f71seZOapRlIKEcDz1sFjsFmigcYvTe+Rh0fMvVpPaT0LvhN7oFCMxxCCxN8297e+VOEoHYgNjkRqWyhkSfH3n63h799t4rPtjWDx6sWSb/wZhYWN72nasvbAW3eK6YUqnKbLtepuwSPm+LhVfwm/nf0N0QDSmdZ4manPjpY2gQKF/k/6C+STkM+Um8/ob/DlJ4L7MffjsyGcI9AmUTVi4QkIaaPC/bf+DnbLj8e6PKyIsXD2KblSohEXFdQezs/BxTCwdYjpgdPPRsiSzCYjSKd/DrbShHh+8pcXChrc8LFdKriDAJwBR/lFM5YanHpZvxn2DFXescOtQ7cnuWmgilruoNuSO/dvx3/K+ptVoYbKZFHeA5hpvu+h22P3gbobAywEfYTmWdwxLDizB5A6TG4ywyPGyjW0+Fs3Cmglq7JwrOofntz6PXgm9JBGWaWunoaC6ACceOyEoltgyoiU2Tt4o+fqKedg8IZhkHmSHhDQaDQIMAag0Vyqerxoqof96QCUsKq47moY2xdCUoU7iVo92exSPdntUkb1BTQfBOs/KG2P+aeJPoCjKSfhKKsb/PB7b0rbh07GfYnJHukMzUyaqsOqCoijYKbuT2iqTye+hh6Xv8r7MxP3mkDfx8sCXvVKOrNVo3QT9lEzWA5oMgNVuxaDkQR6PiUBqSOhMwRlkVmSiVUQrSYJ0YlC6WAmFxYKNwejfpL+i8TRUB2iu0AUBcw2s0q/B3AFzRc+RrcMisUooxDdEVgNMyYRFxt9P0DS0KeyU3c17F+gTiEpzpdc6du+6tgsvb38ZrSJa4fPbPldk83pBJSwqrjumd52O6V2ne9WmTquDn5Z71+6J/Hl5XTkqTBVO5MIbC0Dou6EI8glC0XNF8NH5eKX0kKIoJ90YqQmLSuGvp/vUWO1Wye+5peUtuKXlLYLnFNcUI68qD8HGYEnVTVL7yLy9522sPLUSC0cuxDN9npE8Zj4oJSwdYzpi/rD5imXy+cBHWDz1MN7V7i4MbzacM7zg7XCrUrtShePkoiE9LFumbOE8riQ3jA1XwlJlrsLOazsVdwC/nlAJi4pGDbkJjA0N8pCzFwFPxb3IhGKxW5hEvuiAaKSEpnjkDamx1DAqt3L1ZoQwafUkWOwWfDDyAyfxrA/HfIiPx37s9e9ryYElkjrvEkj1sJDFTE6jut5f9YbFbsHqu1e7EV+li1W76Ha8HYjNNjM+O/wZaiw1+E/f/zg1nBTDkJQh2PHADjfPjacE21fv6yQUx4aSa1BaWwqj3gg/vR/vvSPHrsVmYUizWM6H1W7Ftye+RY2lBjO6zRDtZNyQhIUPnn5fw5oNw9YpW5mxkc3QjVjWrBIWFY0Sf13+CxNXTUSH6A7Y+/BeWe/dcmULvjr2Ffok9sHTvZ92e33t+bXYm7kXI1JHYHiz4bJsk0mDHWcmSXJKxL0A7hjz6OajcfWpq4rsEZAJSa/VI8AQgDMFZ/Ddye8QGxjLeV2kYt2Fdai2VOOdYe84HVfSQDCrIgs2uw1RAVG8iwBDLCSWH7ePbo972t2DbvHdBM9TsricyD+BOmudW1NNpfak4KlNTwEAHu/+uFtllhAi/SMxqKl7qM3THbsQ+jXph+/Hfy/LW5S8OBmV5kpcmn0JzcObc54j59qyCagYaaUoCg+vexgAMKnDJFF9pcTgRMzoNgNJwdyevoa4Bzz1iEUHRGNYs2HM76oOiwoVHqDvsr6IeC8CW69uZY4ZdAamQZdcXCi+gF/O/IK9mdxE568rf+G9ve9hT4Z8hVpGK4GVyZ8UnIR+Sf3QKqKVbHtAwyXFsUXuNBoN0svS8e4/7+KHUz8otmmz25iJ0xuN06avm46mS5ri17O/8p4jNy/gvg734aeJP2Fqp6mC5ykRDSMJ3d6s6Mkoz8DR3KOcmjsGrQE6jU6RXT54umP//fzveHrT01h/cb3ba01Dm2Jyx8mcRIkPUqqEZBGWemKrgQZGnbDWDFG+lmq7U2wnfHbrZ3hx4Isej5ONguoCtPq4Fbp90Y2/PYOXelQRUlZhqpAVvm0MUD0sKq47imuLUVJb4qRr4MlDKqbtwexYFOwwufICpORhCIEQFiWVIEJw7XtECJEneTHsuLcrYdl8ZTOWHl6K7nHdeSd0V3h7sZIDuZ4b9ucTLwUbsYGxGNx0sGzi+vHBj/H+3vfxbJ9nsWDkAqfXSM+jSnOl7L9/17VdOF1wGt3ju6NnQk/H2D3cse9M34klB5bA3+CvqIM0GxabBTbKBkCaeKDFboHFZhEM3ZDr5Kv3lRSeJMrX3mhYOLzZcKQ9lSZb/K3SVImLxRc5NXMWjFyANyxviIrg8eGvy38hvSwd/Zv0R7vodk7h4bK6MkT6Ryqyez2gEhYV1x1cJMAjwtJAwnEURTm0EryoRklssglAQXUBxvwwBiarCaefOK3ILl9naU/Kr0kllFFndFNKzarIwu/nf4fFZpFsT0oJstzvy2Q1Qa/Vi4ao5Hpu2J/PpfHTNa4rtj+wXZItLrtCeRFKCMvqs6vx4cEP8b/+/3MiLC0jWuL8zPNuybjeGG+FqQLb07bDTtkl6ZCwwzdC+SbBxmBsm7oN/gZ/0e813C8cX972pVvZPR/ktOqoMlfBbDMj0CeQUzguwCeAk8yKQeiato9uL9seG8uPL8cvZ37Bh6M/RLvodtBr9Qj0CUSVuQqltaUqYVGhQg6Ip4PdS8UbHhZR4TiZpYdWuxVDU4aiylzlFBLyFFyEzaA14GjuUQBQ3KwwOSQZT/Z8kqmsIcSlrK5McTIzn8otoFCHRYbSrVS7E36ZgD8v/YkVd6wQ1OyQa5ftDXIt6fYEDZXIyVclZNQb0SpSWfgSEO79k1OZg3E/j0OYb5gkwkL+JrHwjV6rx5CUIZLGF+IbIqvqUM71XbRvEV7e8TIe7fqoV0uCG6LlAwFXyDnKPwq+el+vtxdoaKiERYViUBSFq6VX0TS0qaKESwLimmbvTMgka7KZRF3ArmgoD4tBZ+AsPbxUfAmDvxkMX70vrjx5RZZNAIgLjMOo1FHoGufoT8ReZKrMVYqaLXaJ64IucV2Y38mEZaPoPBQlO2wuVWICJaGGhuglJEZYCQYkD8DiUYslL94Ntag01P1KqtaUelL4QDYYXNdB7j3AJqzXqxpQTrWYmNBhcU0x3v3nXVAUhfdHvi95DEL31r7MfdiTsQedYjthZOpIyTYJuAiLpwn91wsqYVGhGKvOrsI9v96DOb3n4INRHyiyYbaZmcQvLg8LQE9+obpQyTYbsvkhF3x0PsipzFGs+XBH6ztwR+s7nI4ZdAYYdUaYbCZUmiq90h3aT+8Hg9YAi92CsroyRQsZWay48m08UroVuHbNwprh2T7POpVQC0EqsegY01FQBdUVdsqO5JBk3hLxguoCtP2kLUw2EypeqJC8AP/bHhYAeHXHq6gwVeCVQa/Iqjxij0Mo8Zg812Jl2HL0Ur4+/jWKaoowtdNUwXL/guoCHMs9hqiAKKdNAB/kXF+x76raUo33974Po84oi7AwmzaOjt1brm7BKztewWPdHvMaYblRoRIWFYrxn83/AQAs3L9QMWFhJ76yPSw+Oh8MaDIAfgY/2Ow2WTbrbPXS/A3Q/JALZEGotdZKmqSlIsgYBFONSXF1QF5VHiiKQoR/BHx0PtBoNAj1DUVhTSHK6soUCZWNaj4KtpdtTLUMGw3VrblFRAu3ZFQhNJQ0f/vo9kh/Op33daPOyHSyNtvMkrshi12DD8d8CJPVhA4xHWSNV4iwLNi7ANWWaszsMbNBCAtAbxzEQqcBhgBM7jBZ0nf1yo5XkFGegUHJgwQJy77MfRj38zj0TuyNfQ/vE7X77vB3UWOpQff47qLnSiWXJpsJNrtNsudZyC4hMZ7qPMn9nhsjVMKiQjFiAmOQWZEJAIoXahtlw+Cmg2GymtzyNHY9uEvRuL667St8NOYj3vGMaj4KJx47wVTPSMXezL24ZeUt6BDdwWlsTt4gc7XXJoYgnyAU1RQpVqSc89cc/Hj6Rycl1+0PbIe/wd8jVVWtRuu1st4Z3WagwlThFQ8SgdTmhxWmCpzKPwWtRos+SX08/lz2Namx1HiNsPRO7K1oPEKEJdAnENWWakVkmIyXyxvgq/eFBhpQoFBtqRYlLMmhyfh+wveSPlfq/SX1+yeQmhvDti1GWACaOEv1YvrofJASmsKpRu2pbg6RYmCHcd/c9Sa2Xt2KZ3o/4+bdbcxQCYsKxWA/nLmVuZJk010R6R+pqLJCCAadQTDnJdwvXNECWWGqQFldmdsk76PzgV6rh9VuRZW5SjZhmfrbVPx+/ne8P+J9zOg+gzlOJjulgnRc1Ud8iqreAJlY5ZSHvjfiPdFzbHYbsiqyUGetk5RvIrWPzOmC0+i/oj9Sw1Jx+cnL0gYsAKLpYbVbUWOpkawu/FDnhzA4eTBaR7b2eAxskPuUq2olwCcAqFZW2vzHfX+gwlTBubiSMuxqS/V1k+dvyOaXYoSFnTdVY6mRTFjGtR6Hca3Hcb7mSQGC1W5lrgd7LGcLz2LntZ28n9lYoRIWFYpBuv5+eduXvFLdNxMIcXCdhDQaDQJ9AjnJjBSUm8pRaa50qzxJCklCpblScTIil8idp1h5aiV+P/87bmt5m1un32ZhzVD7Yq2oWJdcFNcWo+mSpgAA28s20QodqTkscj1C6y+ux2s7X8Pg5MG8+QlySmQJHu76sODrO9N34lTBKfRK6IUeCT0k211xxwoU1xRzlsWSe1jJrj0uKE7weZdDWKx2K+yUHQatQfQ+l0xYJFSesXEg6wDOFZ1D59jO6BzbWfBcsXtLq9HCT++HWmut1wgbExJSMLdooMHm+zfTGylW3hmRZVC6GbpeUAmLCsU48dgJ5FXlITog2mt5G2zcsvIW7MnYg5UTVsoSZnttx2vIrMjE7J6z0Sm2k9vrhdWF+PzI59BqtPjfgP9JtsvI8nMQAE8IC5/rfsOkDbJtscHV92jNuTU4lH0IY1qMwcDkgbJtHss9hlVnVyE5JNntNa1GK1qZw4bVbkVeVR78Df6CHi/24lBnrRMlImNbjEVZXZlokqFcwpJTmYPDOYcFw2lKCIsYVp5aiS+OfoHXB78ui7D0TerL+5oni6AYFo5aCDtlR3xQvOi5q86swqQ1kzAsZRi2Tt0qeG5DhYSWH1vOXF8xwjI0ZSgi/CN4WwiQcXqVsPgoF/rTaXUYkTrC7TjTTuQGa4CoEhYVimHUG5Ec6r5wycGWK1tw3+r70Cuxl9sCXWupRYWpQvZDtfbCWhzLO4aJbSeiE9wJS2ldKeZtn4cQY4giwsLl5u0a1xVJwUmKiJsQEfIEXH2P/rj4B74+/jVCfUMVERahMINcZFVkIWVJCvz0fqh5kX9yZy88NZYaUcIiNydCavNDOSXYchoqni44DaPOiKahTTlDmQ3ZUE/JIvj8ludh0Bnwn77/4SSF93e8X7Itcp2kEN2GCgnJub7P9XtOkr3i2mJZ39fCfQux8tRKTOs8DbN6znJ6jZDLxtRQ8XpBJSwqPMLWq1uxI30H+jfpj9HNR8t+f7mpHMW1xZw9g5Q+VGKToNIFQKj0cO29a2XZYkOICHkCrhBWoKE+L0bhzopcA76xPrT2IVSYKvDZrZ+JKmhKzTXRaXVMibc3J225JbiM/oief7w94nsgMThRlqep55c9UWutRfpT6ZwbACX3q81uw5dHv4S/wR/3tr/XLaFdaSInRVF4f+/7oEBhds/Zst7LBTnaNlL1UpiQkEQPi7cJ4ZYpW6DX6mUltqeVpuFI7hGMaT7G7bX20e3x99S/FbXuyK/Kx7oL6xAdEO2UXMuEhG4wD4ssucb58+ejR48eCAoKQnR0NMaNG4cLFy44nUNRFF599VXEx8fDz88PgwcPxpkzZwTtfv3119BoNG7/6urcSydVNB7M/nM2Rnw3Am/tfsupcaEccKncEigmLCITlmtfEqloKOEwvtyYDw98iB5f9sCS/UuU2TW757B4urMSIm0AsPrcaqw+t1pSvyLGdS8h10DqokJRlCxJdgIpicJSvv+fJv6EndN2ioYWCOyUXVSMTGm5+OMbHscDvz/AKQuwcORCnHniDO5tf69kmwAdkqNAN+fj87IdzT2K9RfXI7M8U9SenHyT5/s9j61TtmJi24mC593W6jYsGrVIcvWLnOtbYaoQVYdtFdkKqeGpkqvEAMdzxXVvhfiGYGjKUNHu41w4X3Qej65/FC/8/YLTcU87zF8vyCIsO3fuxMyZM7F//35s2bIFVqsVI0eORHW1g6W/9957WLhwIT7++GMcOnQIsbGxGDFiBCorhS9McHAwcnNznf75+krfpaj49/Hp4U+Zn0mPGbkQ2rErrZKRugCwz5WCuMA49EzoiWZhzWSNRwx8Hpa8qjwczjmMq6XKVCkf6vwQpnWehgi/COaYp4RFzBvkTREuJXYzKzKhe12HsHfFK3SMOiM00Eiyyz7HG+EwAraejahwnIxWEmJ9j1LCUtA2qq1iDRaAf0Pw4rYXcduPt2Fb2jbJ9oS8VgSdYjthWLNhop6Lvkl98XTvpzG46WBRm4BjnpAyF7T4qAWMbxpxKv+UJNtS0RD3FsAdFia/G3XG66YurBSyQkKbNm1y+n3FihWIjo7GkSNHMHDgQFAUhcWLF+PFF1/EhAkTAADffPMNYmJisHLlSsyYMYPLLAC60iI2NlbBn6DiesBO2Z12skSyXS4YDwvHg6p0cSWLAN+EShYqChSqzdWcMvNceLzH43i8x+Ocr/1n83/w85mf8eKAF/FY98dkjbdvUl+U1pW65QN46rZdMsbdM0N2Voo9LALfFyCPsMhROWUWFRFPiJySao1Gg7eHvQ0fnY8k0tQQHjYpBMBTQT5vLkrErlFn5BVFkyPPL7a5+DfgbZL9w8kfcLrgNO5se6ckMToxuyarCSuOr0CNpQZP935aVh8rvg3Gve3vxX0d7pNsp7HAoxyW8nJ6kQoPpzP809LSkJeXh5EjHfLBRqMRgwYNwt69ewUJS1VVFZKTk2Gz2dC5c2e88cYb6NKlC+/5JpMJJpOJ+b2iwj0HQkXDwdXNrLQDsFCIQWmymZibma0VIcfDIoSyujJkVWShpLZE9nvXT1rPeZxMMo0p2U4sJEQmXCmLlRwCMKXjFJTWliImMMZrNgHghf4viJ9UD1+9LyL8IgRzCZ7Y8ATWnFuDN4e+KakBH7lXhQhAQygI70jfge1p29EjoQdubXmrZLtCoQuChvKynco/hX1Z+9AsrBmGNxvOe97J/JOoMlehRXgLRAVEidqVE26UMt5fzv6CdRfWoVlYM68QFqvdisc30BulGd1myPLCcFUKArjhPCsEigkLRVGYM2cO+vfvj/bt6Tr/vLw8AEBMjPOkEhMTg2vXrvHaat26Nb7++mt06NABFRUVWLJkCfr164cTJ06gRYsWnO+ZP38+XnvtNaXDV+EhLHbn3A/FhEUghyUlLAV9EvvIqkSy2W3M2IR27t4UtzKZgH2fPAycmI0DdZeAAR6bBAAYNQFA2mCUJVKy32uxWVBSW4JAn0DOppJKCcvhRw6j2lLNm1TK7K4lJHPKyV94edDLksYnt6RVDpaMWcLptWKjylyF/Op8yc+DlAVwSMoQrL9vvSytIzG7O9N34vVdr+Oxbo/JIizeblbZPro9bm91O9pFiQsabr6yGf/Z8h/c3/F+QcLy/NbnsenyJnx9x9d4oPMDonYHJg/Ej3f+KBpqMtvMjFdZ6O9XstES2giwn48aS40swtJQCf3XC4oJy6xZs3Dy5Ens2bPH7TVX9ibWyr53797o3dshP92vXz907doVH330ET788EPO98ydOxdz5sxhfq+oqEBSknylVRXKQBoWEigNCcUHxaNbXDc0DW3q9tpDXR7CQ10ekmVPq9Gi+Lli1FpqOZVG09OBF14A+mjO4NlXcpEalirZ9qTVk7AnYw8WjVqEO9veyRx/5RXg7GZa2n39++1xdgrQtq2sYbuBooCv/jcC+Psh7Fifj9IJQJiMTgKnCk6h2xfdEB8Uj+w52czx4c2G49iMY4ql8HVanWAITU5Zb0pYCqZ3mS65W7IUyC1pvVB0AaV1pWgd2dorzeHkekOkEIDE4ETZrRTE7MrJ25Bjl/2alGvwaLdH8Wi3RyV9tlwdFqn3QNPQppzzD59dMdtKPGIhxhBE+kdyShtoNVqmSk7u9yWUHzdj/QzYKTv+uO8PWTavJxQRltmzZ2PdunXYtWsXEhMdDxLJQcnLy0NcnGM3UFBQ4OZ1EYJWq0WPHj1w6dIl3nOMRiOMRu8qaqqQDtfqGqUelmf6PMP0ufEGNBoNvRhzbLAtFuC224DTpwEgCkZbFH75Rbrt3KpcZFZkOpG1qirgo48c59htOnz4IfDZZ9Jsni08iz7L+qBpaFOceOwEc3z7duDQ3zQBNxXHYOFC4I03pI+Vb6JS2pZAKuRM1r0Te0vuk1NpqkSFqQJBxiBBwiR3sbpv9X04lncMGydvVFSW7wq5i1WkfySe7/c8b4hNKRqqA3S3uG44+8RZplLIm7bF0FCERSqIXb1WL9j6Q8nfv+n+TYKv+xv8FZX1880DdsqOdRfWQavRijoUGhNkVQlRFIVZs2ZhzZo12LZtG1JSUpxeT0lJQWxsLLZs2cIcM5vN2LlzJ/r25Vdd5Pqc48ePO5EeFY0L7EX7wPQD2POgu6etseGPPwhZobFqFXDlivT3c02EGzcCNTVAREIpMIVWlPz9d9pDIgVkIXatslqxgv5f40/nxHz3nXSbxC7gXh3gCSiKwqTVk/Dw2oc5dXMAYOWdK1E1twrTOk/z2ucCwPQ/piNxUSK+Of6N4HlyZdnlLC4Prn0QQ78ZikPZh3jPYbRCJCb/JoUk4Z3h72DeoHm855TWluKb49/guxPfSbIJ0EKGv9/zO94Z9o7wOGXu2P0MfmgT1QZto/hdiHKuqdQSdLZdqYnXUu+BsroyrDm3Br+d+03wPKlESOm1FbQpMencFQ90egCr716NqZ2mOh0nBMZO2Tk7rzdWyPKwzJw5EytXrsTatWsRFBTE5KyEhITAz88PGo0GTz/9NN5++220aNECLVq0wNtvvw1/f39MmjSJsTN16lQkJCRg/vz5AIDXXnsNvXv3RosWLVBRUYEPP/wQx48fxyeffOLFP1WFNxHpH4lrT1+D1W71epkvweYrm/HQ2ofQIaYDNk7eKOk9uZW5eHXHqwj3C8f84fOdXvv5Z/r/554DNu7Ox6l9Mfj0mzx88Lq06jSuCWt7fd/GjgMysD15F3TGOuTn++L0aaBDB+k22XFpigJIQd6m38Jxxx3AtWvA2bNAO4m9C/nUc8vryvHpoU9hsVsk54UQmGwm/Hj6RwDAotGLOM+RWnFFxmi1WxFgCBDcsQLSF8GogCiMbj4aHaM7ShqDnMWV9JwRSihuCO9CblUupq2dhkj/SLf+TXyICYwR1CFpKC8IAIxKHYUQY4ikRptDvhmCfZn78NPEnzChzQTBc8mi7W0PS2Z5Ju785U5EB0RjfJvxvOf56n05RfiUjlMOlH5fbaLaoE1UG157xOb1rNKSA1mEZenSpQCAwYMHOx1fsWIFpk2bBgB47rnnUFtbiyeeeAKlpaXo1asXNm/ejKAgx8SZkZEBrdbh3CkrK8Ojjz6KvLw8hISEoEuXLti1axd69uyp8M9S0dDQaXVoEtLEYzvjfhqHk/kn8dmtn2Fk6kin1yiKQnZltqRMf4L86nx8cfQLxAbGOhEWux3YVi8LcfvtwLqcNcC+x/H3DiuPJXdwTYT799P/d+1ZiwJjC5S3zkDWiZY4fFgeYWHbPH8eKCoCfH2BwYOBgQOBzZuBv/+WTlgY0TgXD0uNpQb/2/Y/6DQ6zBs4T5YrmJ2o640Qxpu73sS7/7yLZ3o/g4WjFgqeS3Q6xCbsoSlDMTRlqOQxeLuiRa5mSnkdrfQcYgxBhH8E5zkNQS6U2jyQdQB/XvoTnWI78RKMbvHdJIuc1VpqYbFbREkA0HAhIal2k0KS8OOdP4raIx4WOde23/J+8NH5YNVdqzgVopXYFIJeq4ePzgdmmxk1lhpEgPvea2yQRVgoCT5pjUaDV199Fa+++irvOTt27HD6fdGiRVi0iHvH9v8Z//xDL7QDvFR10lD4+ODHyKvKw6yesxAbKE9LJ6siC2llaW5JvICySZVP5fbiRZoE+PkBPXoA0dvTcB7AlVMRoChAyrrtqkFSXQ2cPEm/9vRdvbEg8TT+cxX44ARw9Cjw4IPiNrkm11276P979wZ8fID+/WnCcog/EuEGPvVc8ruNssFkM8mSkCd/v6/el7cEd825Nfjj4h8YljJMtKeMEuE4b7rZAXmudinjjQ+KR5fYLmgSLI3Mrz63Gg+vexi3tLiFt7yd/RxIzTc4lX8KJ/NPomVES86GiUpDDAeyD+D1Xa/j3vb3inpEpECOFs+/QVi8kc/xQOcHMKr5KEQHREs632KzYG/mXgDg1Vj5eOzHMFlN6BrXVdZYNl3ehLK6MvRv0t8tcdvf4A+zzayon9T1gtpLqJFi7Vpg3Dj6508/BR7n1iu7bsirysP7/7yPEN8QLD+2HNfKr+G2lrfJJixCE9bZQ9HAkktIDy1B0b1ApHBrGgAs0TgXF+eJ+nzWTp1oEhDXIh/QmVBV5oerV4FUCcVCrhPhoUOAzQYkJAAk97xr/Xxy9Ki4PS6bAEAK77r3qcHQb25FfklXAAtkERY+hUv251SZq+QRFhENFgA4nnccXx//GgGGAFHCIrWXENAwbnZAuueGfQ7f3//778DSxffgucfuwb38VbecNoWuAfvZqLPWSXLf/3HxD7y47UVM7zKdk7D0TOiJ/Q/vl10ZJaWfUkltCU7mn4RRZ0SfpD6C9uS0Z2gV0Qpr7l7DWf3HxutDXkelqRJR/tI8s+Sz7ZRd0NtDtKf4yDpBbGCsrHmQTcL57gMljUoB4I1db2Bv5l6suXuNG2EJMASgrK6sQcKCDQVZSbcq/j2wHVQvvURrfTQmFFQXYOH+hfj00KfMpKekUohvwqqtBeY+lgqUNoc5rScEHHbO7+MhQISwdKxPbQjy8wFijwMADhyQZrttVFu0iWzDeClO1atzd2dpQxHCcvw4TWaUjPf4cWLXhu3p23FWuxIAcPmy9PugQ0wHTO00FX2TnJPddVodMynK1WKRoukgK8Rila6ZItXuS9teQtD8IMzbxp/EqsSumGhYdjZwzz3Azp3A/ffT+UZSICfMBEjvrixmN9Q3FL0Se8kuKZcy3oPZBzHkmyGYtXEW7zkEckhrmF8YxrcZLyq5/3TvpzFv0DzJbQdc8zn48OvZX6F/Q4+R343kPUcJyGdqoIFR593KV6Hu6v4Gf+i1+hsq6VYlLI0Q167Ri5ZGQ4cwSkroahRv4NVX6ZyIgwc9s0NCOHqtnpkYlGix8E1Y69YBpcUOB+C33wJm4Z5jTvaEPCzM5yXQF+HIEWlj3T99P87OPMvsnkiFUYsWtAu+zSdt8PCegQgIoCuHXPqCciLCLwK9E3ujdWRrAPTfeP48/VrXzvU7vaBcBAVRsNmkVzWNaz0O34z7hlM4S6l4nJgsPyBTml/GYiXVbqWpElXmKsnVJ2NbjMWrg14VzXsx2UxMKS/XeJcvd9yfNhvtFZUCKQRAp9Uxu36pIZyGLu31lg6JnJBQQ8GgNUCnob0mQmMmr4kliF8uuYy3dr2FL458Ienz2c8VXzhq97Xd+PLIlziZf1KSTQIhr+DZmWdhmWdx29Q0ZqiEpRGCVJ707AlMr1f3/usvz+1u3gy89hqwezdw332AVXq+qRuIDotBZ2A8LFI69LqCb8LavLn+hz4LgMBcVFY6cjuk2HMNdXASlpgTTq/JxeXL9P8knHS+6DyulF1E587071LCQne1uwv7Ht6Ht4e9DQC4dIn+XoKCgNSmPnRMWwOktqSvtxQSJAalhIXZrQmEhJQksUoJB3SI7oCHuzwsSiyk9Ka5ehVo3x4YOhToGjwGrwx+BUNShgjarbPWIdQ3FAatgdP2unX0/8Nvo8vQv/y+WFIZuhgByMgAZs4E9FdvASA9h0fMbqWpEgv2LsDbu9+WZM/VrrdIq5x7wGq3YuWplfjq6FecOW8A3XfnQNYBnC44zfk6F0irDrExSyWBl0su46XtL+Gzw9LEmKTY/fLol3h0/aP467K8hUDItl5742WE3Hgj/n8AQliGDAH69KGFyaQs1mJg7/quXgW2bgVGK9TKYntYSCmrkiZ9fBMWyeNI7nwVVdRxFO+Pw969wHCR3ACupNuKCtplDzgqd/wN/kCsg7BITbxlg3g7mjd3nqS7dqUTpo8epcMDckB0Ytq1A7RaeiKtMlehaaoJx4/4MN4XMVSaKqHT6uCr93VL5AvQBwM2newu2GNbjEXp86VuooFsKNldiy0ANhstTy9GKtifK2TzmWeAM2fof089Bfz0k6hZhPqGovR5bkJeVeUgpzPnZmDrRj+YyyNw/jzQxr2i1AlCXia7na5oO3EC0Ol/xWcbtiMuUJo2ldh1qLXW4r9b/guA7qcktaGeN3sJURSFkakjUWOpkaQXRFEUJq+ZDACY2HYiZ/5NdmU2ei/rjQBDAKr+J52QfzL2E2g1WsG8F6n3a0OoHStNOm8oT9v1guphaYQg5GTIEKBbfXXghQtAnQehRouFJigA0K8f/f+vv3pgr75fj16rR6BB2Y7dZrehfXR7tIpo5bRrr6mhPQ0AcPDVT/HyfWPonyWEsSZ3nIxrT1/DZ7c6djfp6fT/kZFAcL1MyP0d78fmZxdBq6VQVATk5grbTStNQ7MlzdD7K1qZ1WajSR9Ae1jYk1TbtvTWWiq5YIMQlvr2XIzdxGbVsmxOXjMZAW8HYPmx5U7HMzOB3NcOImCxCUFl8lzBOq0Oob6hgmXmcibr4SnDcU+7ewRl0X/4gQ6LDhtG3xdiEAsx5OUB61nFOL/+SmHHqQu4UiJDQdAFx47R5CIhAWieqgcS6Vr3ffvE3yvU+2jrVof3z2bVImPnME7pdiG7Ykq3AGTlMHgzJKTRaPDHfX/g76l/iybSArQ3Vyx0I1c0jmBKpymY3HGyYN6L1D5VcoXjrHYrwnzDBBOglZahC31fH+z9AON+Goc/L/0py+b1hEpYGhkqKx0LbPfuQHw8EB5OL5Dnzim3e/gwXYYbHg68+CJ9bPNmeeqpbBAPi0FrUBxi0Gl1ODbjGM7POu80YZ07R48rKgqIjqZDYwBdlSM2Xn+DP5qENEF8UDxzjFzPZFYPxZSwFIxo1R8tW9JuFbGwUIWpAmllabhWTjfxzM6mcxb0eiApyTEh2Cgbmrekr42U8M2cv+YgaVESPj1Eu78uXqSPk505sRufQivLSiUsfBPVggVAUYEB1ZU6LHzXu3Lw7M+TMrHOGzQPP038ibejbW0tHQ6xWGgNnbferUNRTZGgTbEQw19/0eSiWzf6vrLZNBjy4vt4atNTouPlw+HD9P/duzuHGklSthCGpgzFE92f4LwGq1fT/xMJKzbREoNoLyHWoitnEVwwcgEOTD+A8a35BdZcy4S9CbH7qyE9ClJs19UBlqogp/PF0K9JP5Q8X4JjM47xniNXQRmg52izjU6s4hrz4dzDWHthLS4V87fAaWxQCUsjA6kuiI2lyYVG4whjSJkA+UDCTIMHA4MGAVotvduuFyuWDRIW0Gv1eKLHEzg4/SDm9Jkj8i5pYIdFAKBzZ5oYFBTQMX25II3CmzZ1f41cWzEy6DpZkXBQSgo9NvaEkNSMPjctTdwrVlBdgKyKLGaX6zrWUN9QhPqGIi6JtknIlxj4Jld28vamTTQZkIo/L/2JR/94FN+f/J73nIHJA5H7bC52P7hbumEebNoElLPyuN9eko8+Xwl7hcRKj8lzMGoUcMst9QevDhfdDZ/MP4kR343A4+vd9QUIYenRgxAW+kE9dUp8sZ7ccTI+ueUTjEgdwTvWjz8GNBoKJ08Chy9mitoE6DDPd+O/Q/8m/TlfV5LIC9CNAnsm9BTsHK3UeyMFDUVYDmQdwNrza5Fdkc17jpjtrCw6AX9o55ZA2mDZGjdCUOJh0UCDXyb+gq/v+JpTgVpOSX9jgZrD0shw5gz9P1vRtGNHulzSE8JC3NODBgH+/nTexcWLNDlQ0rJpQPIAnH3iLAw6AyL1KXju6RQYjcCHH9JEyxOQa9C+PTD0m6G4XHIZqa3P48Jpfxw/7uwpccXv53/H7mu7MbzZcIxpQYeSyCLPJixXS69iw8UNMIcMBdAOAn02AfATFpJwa9AZoNfqYbVbERhejeDgEFRU0Im5JLwjxS4hLORvJLuusjLgQdCkrboaCBBxjnBNrnl5jlCbRmtHZaUWx445PFhiOJJzBF8e/RIaaHg1Vnz1vpI1KKrMVfDT+/HqWpA8poceAn5YaYepPBmVOQmCNjtGd4TNbuMdA8k1IaJ8AID8TqKTdn5VPrZe3YqCmAK3147Vb4y7davfCUcTwiJoUhCFhY7v6rbbAP/4NFRnN8PPf11D95biXeml6HYQ4TBvL1h+ej+8M+wd+Bv8BXNjLhRdQOfPOyMhKAGXn7wsybbYwi23WzfBc1ufw65ru/DLxF9wV7u7OM9pE9kGY1uMRZtI7sSkDz6gSQugBXa8ipqUIV5rLMjoEElUUAZoUsr3twAN256hoaB6WBoZiIeFTViIF+C09MR3XrtEh4QsokptBvoEok1UGzQPb4633qLzYX74ge7TIxWXii+h+YfNMXCF8+TKJm05lTnIrMhEUiodbhLzhGxL24aF+xdiT4ajGSNXSOhMwRk8uelJnLTSfncSiuGDq2iaa4UQQAtbtYlsAztlQ2u6Slk0LMQmFnV1Do+XqzcoNBQIqQ+vE1Ij1S7B7nqnR3jTDFBN6YQmotQrBXIqOqQgYWEC9G/oeV3ShGQPGQJ07kEvRJUXhZU+Pxr7EfY8tAcDkt3loWtrHc9B166OZwHFLVFVI1wyx7e7tlod90LbtvWvR58BYEdBgQYF7vzGCXlVeSioLnBLZCYhyhYtgLAwIKwFfYOeP+G9ZpZKmvQtPbQUC/YuEPRE6LQ6PN//eczuNRtGPb+uSI2lBnXWOlmfL9XDIrdMWkpS6+M9HseGSRswueNkztfXrGH9cm0QqOpwJiQjhDXn1mD4t8Pxzh7uRpVO47vOXpvrDZWwNDJweVhatqT/vyxtE+KG2lo6PAE4ciM8JSwENhuwfIVjsv/uO4hO0gQVpgpcKb2Cq6VXnY6TnWXr1qwcjmZlAMQFubiS7rhCQszCE3HJ6TP5wOdhad7ccc7pJ07j7MyzSApJQqt6PS45hIWEuwICuL1UZPxSwkJcC+w//9D/J7RPY4UtxG0RSNm9ltWVYfafs/HY+sckj5GLAJlMDn2c3r2BLl3pe8yU3VL6gF1w8iR9v0ZH07lhsbFAaLgFoHQoy4wXfC+fym9GBh1W8/Wl1Y4NOgNaxSXBJyoLgPj9OuaHMYhZEINtaducjrO9jAAQnpwDAMi6Ko2w/HHhD6w9v9atCzgbShas9/e+j/9u+S+yKrIkv4cPSrwhoh4WGdo+bHjaqycvj74XNBogLo4OBS7usE9S6fCVkiv4O+1vnCvi342NTB2J1Xevxtz+cyWPqbS2FKvOrMKWK1s4X78RCYsaEmpkIKSE7NABx6KYnk5PjgZh3SI3XLhAJ6uGh9OTNeCYCMnEKBcL9y1EZnkmwkpHoLBgLGAsh19kIWqzm2P9etqNLwauCctudxCMlBTA/yr9WmwKrW8hSlg4qkS4QkLkM+3hdBZrZiZN7Px4NmZiISFXkO/s6lXu17nspteTyuRkR4n1u3vexda0rXi8++No2nQCTpxQTlgIOU1olY9TV2jXihwPC1+fJjasdis+PvQxALpUlC/cY7FZmMRtrsXlxAk6qTkykr7GHTvSF8SW1xZ2yi65DJcNEg7q1s1xfVu0rcOhPQZUZQh3HOfzsBDPXPPmdF4YAJyfdR5jNtA5OJcv03ljYnZdSZvrxiUyiU42zk2T1g37kT8eQX51Pk48dgIdfbk7V38/4XvYKTvaRwvELHnGK0YITuWfQrmpHB1jOvJ28FbiDXljyBuoMlehWxx3c8X20e3xyqBXBCvPuCBl8RYK75C2GW3aAN26afDdd0DJ5RbQSbhNmWsq0O6gWVgzNAsTvkddcbnkMu7+9W40CWmCa0+7u2WZnmg3UC8h1cPSiGCzOS/WBHFx9EJqtSpLOiVhlDZtHBM1mQjPnlVWKbRo/yIsPrAYv22s16ZI3onAjjST38JN6N3A5Q3JzXVU3yQkOCaSyGTabXP+PE1qeG26CIdVVQHFxfVDZIWEiN06nywm1CKkIutv8EfLiJZICk4CRXGHhNgg358cwsLlCTpTeAZbr27F1dKrjE3iLRPC+NbjMaHNBIT5OqqvyCKYmFrulGch9ftnpPQFQkLshUzIvc5+jbOPVD0x7dSJvme7dKxn6QXtUWPmt5u0KAnxH8TjWpn7BE2eA3ZOUZu2dCimNlu4mZQYYWnp4vghhFVMmZjPI+BKWKKT6eesKDtUUssHKcSid2Jv9E3qy0solNoFgDt/uRMDVgwQVGZVEmIc1XwU7mx7J2/Sb6fYTnh18KuY1nmaqC2r1RGClRJyGfT1IPi/5Y8/Lvzh9hohLD17Ar160T9LVRO/XqrEN6KHRSUsjQi5ubQHRa+nXdYEWq1jYRQLXXCBTVgIyOJXWQmUyhSoTS9LZ1zCqaaJ9MGkfdA0oZMOSC8cMXDtsIj3ICnJufomMCYfBgOdcJopUCjh6gUgJCAszKHBArBj1jVo0YI+JnRt721/Ly7MuoClty5FURF93TQaoBlr0/PQ2ofQ/tP22Ja2jTkuRi5aRLRAu6h2CPMNc0u4BRwhiGpztayQ0LI7lmH13asRExgDgG7vQCbnJs2rgaiz0GjtKC4G8vPF7QHS3O1shWGhiZC9MHA1YHQlAp3aGwGNFagLw5Vr3JUnFEUhtzIXuVW5nA3suMJ4HdrSORZNKfcqHTb4Jn9yz5B7iIA8r2JhXC67FMVBWOLrAH0tbBa96Pcv1vcIoBfT2bOFnyUuu1KE49ivS7kHroeoWUUF0KULvRl85x1p4622VKPWWsspzc+uFCOEZde+GuRWipdhSiEsRTVF+On0T1hzbg3vOXLtTu86HbUv1mLVXask27zeUAlLIwKZiJo0AXQunnQyySrJYyHvYe8C/fyAGHotk7RjZ+NYLl0W0S2uG65crE+qizoDcySddHDpkjSRO66QkGv4hrxmoqoZEiC0a3Xt1syVcMu2W2uplURY2CCfn5BA5y4QpJWl4UzhGRTVFDFjJTkOfFh771qcfuI0OsV2Egxd1Vhq0KQJfUzOIkNAPBZJSUBYiB4wmOAXQYcZxLxABGKibFevAtfStZLyAdi2uNzsroTFz1eL4ASaWV04605GAFrM0EbR7geuSZorjNepLU0IdaXCTQCtdiu0Gq0kwnLXqrvw/vkZAJQRlvx8upxbq3X8/QFGPyCc/jCxvCix61BbC9xxB10u3X90Lk7kSetNYbaZmR5N3iAsSjwLx3KP4efTP/NK72dXZONMwRlRvZ7lyx0h0nnzAHMxvUMUCo8IjZfoI7VvTydfA0BNuT9OpfMnJxMw+VEC7Q4ul1zGfavvw382/0fUnpTxAoCPzge+el+vVDH9W1AJSyMCIQ5ceiGEsCjxsBC7zVxCoMTLIlXbg4AkyaaGtnQImUWdRbXxsiyRO66QkOuinRySjDaRbRBsDGYWGiHC4rqocpEA9mda7BY0S6Und7mExTUcxJ6kY2NpMmO3Sw/jcXlY2DYT6it6s0XmQDtlh8lqchLtYlefEZu+kfTuT+r3/8OEH5DxdAYmtp3o9tqJE/RE3aKFo++NJ4sVV6hleE/6AuRlcCeesj/P1a6rMjEBO3QjFGp8aeBLsM6zYsnoJU7HCXlkf2fXyq4hR7+TscsXcqMoipMEknEmJQHG+v3AXW3vQs9OdOxSrKJN6DoAwN9/O7xtGWfj8OcxCU2vJNhlQwphifSPxMDkgegQ3UHS5wPAZ4c/w72r78Vv537jfH3R/kVov7Q93vvnPUE7a9c6frZaAd25e7D0lqW4p909vO/hu2fNZsez27w5LRuhD6UvsJRmpd5uKEmgtMS7MUMlLI0IfIsr4CAXUkpaXcFHhOSEGNgghCXC1A11dYDRSAFhabDYzWjfnp71pVSf+Bn8kBqWisSgRN6xzh8+H2dnnsVDXR5iCJeQR2DVXatw+vHTTN8ZPtG4YGMw1t+3HtumbkPLFvQOQ4iwvLbjNXRc2hFfHPmC2TWzQwuAY2KoNlc7hYukejDECEti/WXKzRVuXJlZngnft3wR/I4jBkYWuVatgNHNR2P7A9sxsBPtspHqYQv1DUVSSBKnPPz779OVPTYbYNryIjNmPvgb/HFX27twa8tb3V6z2x3fRSuW44MQDb7rST5Pr9W7ue2zshwJ60ksGZOkJMBgoGAyAekZwip6Go3GLYmYkEdCJoF6MhyWBo2GQmUlranCBbaoGntR4dpgdInrggEd6RtDjACT66DT6GDQuocvmMai9Th7JELYoItdg9Yg2rFYygJ7W6vbsHPaTrwznL+cV65dqWq0e/fSP8+aRf9/4WAyHuv+GPok9eF9H5/ttDT6ng0IcGha+UbTIfO0q9xJ52xQoKDT6ATHXJoXBGT0kUVYxJKaLxRdwJTfpuCpjcpVnv9tqFVCjQiEOLATbgnIJCs3HFBT48hRcLUrJ4mTjbQy+g26Ynpn1Ko1hZNamqi0amvGrl2+kgjLve3vxb3t73U6JkTapISEEoMTkRjsIEB8ISG9Vo9bWtKegP354nbTy9NxquAUSmpLJHlYAPr6nj3Lv8CabWa0/Kgl/A3++GfaQWRn0y0OOENC1hrExNChQpuN/k7ZiyQb5PONOocGBnsRjA+KR3xQPHa2Bn6HfMLqCpvNWTbenNkZKGwtOLk2DW2KX+76hfO1rCx6UTEYnL+3pk3tALS4dJn+3xVCEzRbmZgdbtXrAWvIJaCoJQ6cKkazptJE7wA6oZso8SY6bjn6O9ObERJZi7JCOpmaVOexQYHCY90eQ421xsnLSO4X1+dV6hzAXli53P0kQVTnY4bN7IMciZVHkf6R2PvQXphsJtFzGyqh0xuE5dw52isSHg5MnUqHxo4dE2+AKpbH1Ly54/0BMXmoughkXBUv6fx54s8AwNvG4OpV4Jb+yUDVXlRPvl3Unth4CcrqyvD9ye/RNLQploxZwnlOY4NKWBoRhEJCSvMXyGIUHEwnnrKh1MOSFJyEtlFtYcqgZ9S2bbRYOGUrAn0CceA3+gFVqhkjRNrEdthC9riuqavd7Gx6ofR1zwF1knznJSwuUtdiibc1lhqmN1FhrhF2Ox0CYC9uRC3UTtmh09E7uKwseqxihIVr186+rnIJ68vbX0aVuQpP934aTUKaMMcvXqQX7oAAoG9fukrslYT96J2oTGCOnculZ81QH1x4AsBnOH2hBkCg2/uEJmhyz7iGRQFAH3kNlqKWuHCRPyb01q63cCT3CB7v/jgjo0+8K0FBjn4/7M8Pi61AWaE/MjPpZExX+Bv8sfTWpZLGmlOZg1xNFoCeonNAlH8Uvr7ja1BwXwCtVocoXZuhR3B6Ux/kpYUKG6yHUW8U9ECwcb0Ii1ieFeDw/nboQOecaLVAURHw68E9iI/ToF+Tfm7vEUpk5spjCorNRz6ArGvSnwG+XJLly4HqKpqg2w/OgMVmEfVwAcCIZiOw7PZlvCXeapWQCo8gtLiS3VVhIZ00JxXshcr1eVBKWD6/7XOceeIM9BX0E5qaCgxrNgy9EnuhRXN6+yoldusKm83h7iZj+/7k92j/aXs8+9ezkjwsr+98Ha9sf4VJuhPqI/Tz6Z/x6aFPQfkVIiiI3mEJkQuAfsjFQkKuhEVKCCM7k56AkpMdeh4A8HDXh2GdZ2V2YWQnnyWg28U1sbKJYEF1AT45+AlOmf5wek0My44tw6L9i1BcU+x0nOibdO4MDB9O/3z8QAhnpQ6BnbLz7ijJgswO3QBASCz9uXmZfpz5JnqtHr0Te6NrnLsaLrlerjYBwBhBM49r6fzb671Ze/Hb+d+cBNOITbZ3BXAslsFR5U5/j1RwhYT2ZOzBu6dnSrIX4huCBzo/wFnae+0aPX/4+gIte9MPUnG2eKdkuRjfejzeGvqWYIuA57Y8h+j3o/H+P+8L2qIoOufGZnP2OHJBioeFTVj8/Bx5Und/9CZvE0yr3YrRzUdjYPJAN/FALsISmlCvm5Phef7Ipk2sX7J6o0ai2m276HZ4qMtDGJoylPN1lbCoUAyr1TERcS2uYWF0MhcgvFi5QshjQSbanBzp9tjgyrlge0HE9D3m756PLp93weeHPwfAXdZdYarAmcIzuFZ+jZnAy8r4S7Hf3/s+Xt/1OsrrylFT41Dd5eo/9PzW5zHzz5lIL08TTeglD7XGHMzYdPWwRPpHIiEogcn2l0pY2BosruPUarROOy8lhKW83HG9mjalKylmbZyF7zJeB0B/j1K0PbiSpAFHQm+HDrQqLSDe/fqn0z9B+7oWY38Y6/YaeQ6aNHE+HhpTAWisMJt0nE0720a1xb6H9+HPyX+6vUbucS6vlG99tVRONv90yLUQcuWvsM8JiKQvOl/OidlmRnFNsZv2B1dIyE/vBwTTF4Y8J0rADl/EJNA5NBWFoZLem1aahkX7FuHXs7+Knntbq9vwvwH/Q9+kvrznlNSWoLCmEBa78B8zfTrtWXzkEelKt0LaLmzCArBaNOR35O04b9AZsHHyRuycttOtmsd1kwUA4XE0WS3KcfcEumLa79Mw7qdxuFjsnk1dW+vyLNVG4Pwl8ZCcFLBz7rzdVbuhoBKWRoKcHJq0GAzczQg1GmV5LORhcp38AQcpKC2V57UhYHsvVp1ZhYX7FsIenAaNhtZL4Us2JEgrS8PxvOMorKFPJH9XQoIjz4DsZmosNfD3p+XUAX5iwZ6wyN8eHEz34nEFe/KTSlgq8iIBABERjt4+BHMHzEXWnCy8POhlAN4hLK4ghEWoUshVkIvs2CMjgcBAlmieH/1dWa20S1wMfDki5O9r3txR0pmeDmw+94+oLS4lXD4PS6CfEQjJcPpMqeAjFwAQEEl7bnKz+d3sXISFz8MSGxiLlNAURMfRCwvf83o45zAi349Ex88cSrRWq2OsbrlMAQXQ6CygKOFNRk5lDjZc3IDDOYfdXmN7B2Pj60XzSkNgkrAGnio4hTmb52DB3gWcr9vtwMSJtA6JlDCjFKXb/Hw6JAIAK1YA5TkxTu/lsynkYSHlzISwdOpU/0JBB1SaK8UH7gIuMvzCmCkAgKqSAMEEeQDYcnUL1l5Yi2qze0n16dP0PREVBSTUtyfJz5TWnuFY7jFsuryJU0QRcJRRU6Ak5SU1BqiEpZGAa7F2hRLCQiY/10kVoBdcIkWfmyvN3rnCc4h+PxoDlg90SmhdsG8Bnt38LC6Vn2bGKRYWcp2wuBYVZhdQr1UglMdisTn0J/z0fk7j4woPcxEWvtwbMtaSbLrJj2s4iAtkwSktpb1CfDb9Df684cCLxRcx4ecJeHjtwwAc10aOh8U1f4XRoLFXIiqKPib2/dspOzOpuS4G7JyLyEjAGEzvLjcf5C9pY+cEuYIQTVfC4m/wZwiL3DALubfYgowEQfWhm4Jc/hCWHA/L60Nex9WnruL+AYMEx8q1YOfl0Qu/weCeywQtBV1orqBNgA4f3frjrZyaHezwxf29R8PHaHP6W4RAFlQ+vZCtW4HVq2lRupdeMeF43nFcLuFPZpNSdrt9u/Pvpcf7Y8UdK/B8v+c5z7+/4/14ts+zaBnRkvP12lrH30oq0JjS+ZLmvB4WIRDCwr63BrVrA70esNs1nN5ANsh15boORHOnTRugc5tQAEBuJkeSHQcW7V+EMT+Mwaqz3MJw7PvuRgkLqYSlkUBoB0igJPFWyK5G43jIpIaFimuLUVhTiOyCWlRXO8ZFFp5Kc6Xkcl7XCUuIsLjmhXCRISe5d4OfaMIt8UDUWmpFpdSjA6IRHxSPkhw63s8nyc9GYKBj0eHacUrxsFSZq/Db+d/w15W/AEgLCcUFxeGOVnegbyLtjicEgNgm19RsMyO2vlGbGGFhl+C6uttd9U3CkugZOuMyvztcaCfMFxLyN/gDwfQfzvX3/3T6JyQtSsIj6x5xe03oOQiJrgAAFOdx58bwjZfPw0Ig9rwKkaC4OOdcJnLNtSHZTp8t1S4BOyTULDwFyU10gmOUahcANmxw/Lx+oxVdPu+C//39P8X2AEd+FMGpg5GY1nkab17GEz2ewIKRC9A2qi3n6+RZCAx0FCEwz3I9YeEKjxzPO46g+UHo9Fknp+MWiyPs7KpOTjzlYmSQIe8cRJAtRyA351Ds+mZnGoDPjwA/r0JZtUpYVMiAFMLiiYeFz65cwlJWVwYA8K2itydEII08bLWWWumExSXezLULlpPISuxpoIFRZxRMuHW1LRYS2jJlC7LnZMNSRK9CXIRl69Wt6LOsD2b8MYM5JjRevVaP1pGt0SysmagiL/n7pRCWoSlD8fu9v+O1Ia8BcHy35L3sCSw6ht5hi+0C2Tsw9s6sosIRTiIenMhkOsSXfcUlZsZhT4iwuHpY/PR+QAj9ItffX1JbgqyKLJTWOSc4mUyOMXI9B/f06Q9o7LBadLxhTC7vgtizRcbPl3OiJC+GCqS/TKHvS+jaEg8iSRCVM6eILYD79zt+rigKAKojPVa6JfkbD9MORhw4oKz3GQF7Y0C8rsyzXBMFe22AEzknqDZXo8pc5fb35OfT49HrwXgrATocowuhvyShudViszA5PEIellatAHsIPTmduyQtfi92fefNA5DbFTg3EdvXCiw8jQgqYWkkkENYpCqnUpTDbmSMCdkV7lRfKWEx1FcIue7aayw1zDjFkoPlhITIuULEgnhYiNw0Hwngsk3spqUJJ6By9aMhqDRVYn/WfpwqcIjQCBGWgckDcW7mOay5ay1vwjUfYcnOlj5xuxJBdu+eyGh6shTzsBAy6KPzcco7IX9XVJSjtDemKd1Zu+Aaf/UJ32RaXU33PQLcCUu3+G7o3JJeFbjuLT6b5G/z8aFzj1wxu89jiIulp0K+hZsrfMHnYfn9/O/o9kU3vH3kaRgMdIiH6/kS8tq4zgPkGbEF0CcoISx2u2N3nppKJ1/XBdBbeClzitACaLNxJFoXtpXUS0goQZYQrHvvpUlBURHw3Z5tWH9xPef5l4ovIaM8g+kE7gouT2ZwMBAVVf8wlaZyhoX4/nbyvbp6xDZf2Yx0G53DJeRhYXuFxQjLxiK6BP78ZWn5JmLf15+s3PStW28MeX6VsHgIoe6eciCUa0Ig18NSXk4LxwFA/19T8M4ed0VJsohJiWEDQGktvXvVVtGDIeNlmvRZqiUlhgLuiwBX8lqwMRhJwUmIC6T9q1I8LGRBFgsJuarIGgz0TliIaAl1aWZCTKxJSEoTRKJc69r0kj1Gk80Em93GvG4yObpQu8LVpe16XTUajUMrJMrEjEEIcUFxuPrkVZx4zHlV4tIMiUmkvRFleaG89vgmU3JvBwW5JzU/1OUhvHr7dKfzpNhkEzY+YTCxZ6vs+TLU/K8GzcLoP9RsdoQCXMlFWV0ZjuYexaWyC8yzIHW8fBuXCP8ILL1lKe7s0R+A8PfFdx3y8+n7W6ulr8X5ovPYW/4T7/h47erdF8C0NPqeNBqB0aPrDxYJiwe2iWqDrnFdEekfyfm62ex4htu1c9xjD3z1Jh74/QHO93T8rCOSFyc7lZ+zwRd6TU2lb4zpye9wEigxwuL63PoZ/IAg+ssUmgeJ5454hdmw251bVASTsv4saTksYrpEZGMAAPv2STJ53aEKxynAL2d+wZWSK/ju5HfoENOB0cjwBFeu1QLwwyXzDgCDOc+Rm8PCPCi+JSiz5eJckXuDH6UeFlTS5TokTsslIS/mYQn3C0dMQAwj9c41WbeJaoOMZxzbPzJpZWbSE5oPK08yJSwFJx47weyuxEJCT/d6Gve2uxfto9tDp6NDGhcv0l4U9oRmp+zo9kU3+GqCkZm5A4CGk7CwGyoyY6oPkwiFx9gdql0TrtmTTa21FoE+gYiOphfLrCw6ydUV/9n8H3x08CO80P8FvD7kdc5Q25q718CgM+DYWtq+GGHRa/VICXOvjSe22d6QuCSaBFUUhPPaaxPZBqObj0arCOemg3z5KwRC95YYYeHzXlabqxEVpwHgz/tsaTQap4UsN5f2cPn4uH8H7PugSRN6MfeUsPgb/PFY98fgdwZYBWUeFuJFiY9ndUKvzwmS8vwLLYCkd1jr1izvY3kT1Fj4V8Lvxn8n+HnXrtGLNqkObNmyfgEvbokqs3sFms1uY8I5XMncxCbARVjokFaqZhQCOXKv5RIW+trSCUNiHhYNNAjwCXATjsvLo5OEydwUGlMGACgv9kVNjUPmgg9C3xeRIgiJqkB5YTAyMijU1GhEbV5vqIRFAf675b/IKKeffqPeKHK2NGRk0XGInzI+wLCzRRjQZABiAmOcziGLQkUF7T1x3YG64mJaNYAAIJh+YrxJWGyVtGueEBZ2+bFUwrJx8kbmZ3b4SigsRnJm6uroRYBNHHz1vugYQ5eI1tU5FmG+kFCPBGf50dRUB2EZysrpq7PW4XjecaCoBWDXICDA0emaDS6NCCGP0FdHv8KSA0vQIutVAHdyjpMdvqmx1CDQJxCJiTRhyc6mxdpcUWOpgcVugU5Dsx8uz9Wo5qMAACWs/kRKQBZOUm4OAPGJdJjJXBWIigra5e6K2b1mY3av2W7H+fJXCBISKAB05QXpDUSglLC8vfttbMiPADBH9mYgPt45FMD+/BpLDVoJeG7aRLbB5A6T0SfRoR4rNlZynZUQFtdr62fwAwLzRO0RPNb9MYxMHYmkEPcvh90Rnvnuypt4VH3CJq8aDauap7gVzDYzzDazkzgh+7MCfbgTvvnCxOQ55UtoleK9Y8NP7wcE5Tidw4VmYc1ge9kGs83s9hohmAkJ9H0eFGoFDNWAJQC5ueKJ/0KE5cwZ+n9Ds71AVQ9QtRG4dIlV4t1IoYaEZMJiszi5Gy8WX2Rc8EqTwSgKKM6jF6Yyn9O4a9Vd+CfTfQcREODIbJcysZ66XO/zq3dN5lTmuD0YcglLVEAUOkR3gK2CLn8hhOXBLg9i8/2b8Xj3x5nJtrhYur4LO3zFVXpKoNE4PCZCYRbysAcEcOctcIHsDF1Lm5mJsIQ+ITVVvEyagD0RuubG5FTm4HTBaWRl0sSCi7BoNVqGtBDPjVhpMyNPbvBDRQXd8wbgvq7k+xMjLBeKLuC5Lc/h00OfOh3nIiwP9JyA0HBnL5dUCBGWr49/jbilekaLxHXMYrtgPhIQ6BPIJPNyPVdFNUWY+MtEprQcEK4QIvkmtdZawbyz21rdhu8nfI8Z3R1J2kKEZWf6Tlw00V2ghQjG3e3uxkdjPsItLW5xOu7qvfLTyyMsqeGpGJE6Aq0jW7u9xhaoZLxjHhIWV3ViB2Ghf3DVLSG5J+xnhs+mqwePfI8nLxWhsNo981pRSCiQvkFJLzc+aDQazo2va3m/P4tgStlgvDHkDSwetRgpoe6eUeJhCU7KAiLouJPSdir/JlTCIhMZ5RmwU3botXpooEGNpQb51fmoqwMGD6bdw1u2yLNZUgJYLfXOrnpWzif2IyeP5WI6/UBHxNYxO5HcSuc7XS5heaH/Czj5+EkYaujVlSx4rSNbY0TqCKSGpyI01OGulJobQ85jvxegJbF7f9UbnT7rhPI6Wi+DhFlcd0Pni87jjZ1v4PuT3zuFg/jyFs4VnsN3J77Drmu7APAn9DIiZ+V0+IJPg4W9UBGQ3ZHF4n4tiN3aohhmrFwofb4U9pftSA6lr7mYB4s9uZLvNSSEJm8EGy5uwGeHP4PVn76R8vKECfelkkt4f+/7+Pr4107HuQhLhH8EmjWl72e5bR+EyIVRZwS0dhjDnYUGCWIDY9Euqh2T70Qg5rUI9AlkVGS5nqvS2lKsPrcav55zKLwK2eRKQJfyvIp5GSf8MgFP7r4LAC3KyCdI1r9Jf8zqOcut74/7AujvRFg8qb7hIiwhpg54pvcznOdTFIWEhQlotqQZ00bDFeSakfud6dxdTP9AtJkICGEJ9Ank7MtDJP4B5/uV/Rn7zmZiT8Yet/dGB0SjX1I/tIls43RcMCQUSDMVMcLCB1fRT7kesckdJ+Op3k+5eeoBB2EJb5IneO83NqiERSZIs7rm4c2ZGyGnMgfLlwO7dtFehUce4Z9MuMAsPP6FiA+LdPocV8jJY8nIpLf0kTFmxAfFM2NlgzxoVVVApQyRR8LwXR98gCYIUhJv+y3vhwErBqCguoB3otZpdDiUcwgn808yExRf075T+afw8o6X8cWRL0QrhABgw6UNmPr7VHx19CsA/ISFeDZ0ZS2dznOFv8EfIcYQhPqGMl43nY7fI0SIRU1hpOBYSdUTgdi1ZRMWPpf1O/+8g8c3PI5s+xH6b6ylQ4184Kvo4FsAxDQj+i7ri6D5Qdh0eZPTcT57gIMIGELpFcCVsL059E2cfuI0HuzyoNNxIdE4QNzDIleDhVwjMcJSa6mF2WZm7hW2l5GXCPkXQaejQFGOpF+p4A4J0dfSbOYWN2Rj3YV1+OroV7hS4l6ix27cSuao6qJwzOn9X05bJpsJOZU5SCtL4+055ephYXr1lDUFbDq3ah4yP/Dlr1RW0qFiwD2ky3yPFYmcVUL3tL8Hex7ag1cHv+p0nNfDovcDAugvqLiYfz04mH0Qd/5yJ17Z/orba64eMX+9vyzCwgeKAs6fp3+OalooeO83NqiERSaIuzAmIIYhAbmVuVjFEhO8dg3YvVu6TWbhCcpmem/wERap+SEAkJ9H73KjYy3MWLMrnVe5wEBHjoFUL4vV6pDdJx6Wq6VX8eWRL/H7+d8ljdNO2bE3cy/2ZOyBBhrenTW7ooUsmnwEgB0KkdKlWahkmr3bZPoIlbRwOs8VMYExKHuhDNlzsp0IBl/iLSP3n08np4rJ8hMo8bDw6XrY9JXM96+08gRwJhjXyq4hR0eHNPkIS6W5ElXmKhi0znL4ZAxc7SnIZxN9C6k9taR5WBzJp66hOznJscRepH8kIvwiBDcYD697GMY3jVhyYImTzbAwhwI1G356P0BLISySDuvyLVqHcw5jZ/pON8+FG2HR+wF6M+BbImiPYPH+xXjkj0dwKOeQ03GKcq7Ii4ujibrVyu9dYCem80nzu5LC2Nj67t12PVAV60Ys2B4WLpC/LzDQ2dvI/gzURKG0UnrlJ9/z1SGmA35/aBm0Wppc8un7pJelY825Ndh5bafba64esckdJ2NI+7ZOfwsfbHYbtlzZgn8y/oHN7nxDFxTQGxSNBoiIrVI9LDczyCQQ6R/JuJ6zynJx4AD9el+abzipPoohK6t+dQzORu8Eunuca+iGQKrGCQCU5NMTQXwChcHJgzG2xVgEG90zIOWEhXp91Qut3x0IiqInJSKWdDjnMB5d/ygW718MQHxRdVVOlepiB/g9LIwXQO8nqTcPl12Nht6JsXvrECJkL2kKQJosPxt8ibe11lqAAsry6expPnI1b9s83LXqLhzNpWU/xXJYpHhY2H+7lDwWhgyyFhe73bEgsXesuVW52F9Bh0/47ik+AiTkYSGeC00Iv9qtK9h9dwQJS2AeoLXCZnNfZOV6WJqHN0fhfwtx+onTzOtFRY7dPZ9dMWkDcl5opHAp+jN/PYPB3wxmQp0Ervb9DH749a5fkZRAezikige6fmelpQ7vbHIyPS/QydHAtuOXOTVR2J3KDTruHk6uISGdznEfz+24FE1CnBNRYgJi8HSvpzGl4xROe1z3KkFYGKDzoa9rNuuerbXUYti3wzB/93y399TVOUqDXZ+vcL9w3NHmVkRGapw+2xVCibGuIaH+TfpjSAc6JCX2XVWZqzDy+5Hov6K/2/Unc2N8PBDkb1Q9LDcz2ISldWRrdIjugLLsGNTW0qz90Ufp8/7h7/vmhvTMehnMoGx0iqXTtAuquf29QroOrjCX0Wyid5tEvDXsLWyYtAEjU0e6nSeHsFwsvogrGbTrNSbGUSHB1mEBpC+qAL0IChEW19wQXsLioYfF19fx+eywkJ2yI9o3HtYimv14i7DUWGqA6mhYzXqnMJortqZtxa9nf0VmOf2li5HBHvE9MDRlKGIDY0U9LFIJC9fEWlLicHW79b0RqZDgssfOMRDysNiDuCfYW1feijaftMHezL3MsbIyR+K3YEhIa4c+pIDTrlwPCxtCXdb5CAufTULYQiLo9/EtWlzjZZNLcm21Gi3ubHsnmjcJFLQnZBdwPIexsQ7PENlYTfl6LmeOihSVW9eQEPvnLgG3ITog2un8FhEtsGj0IswbNI/THpc3kECjAYIi6Ry57CyHd/Tr419jW9o2/G/b/xD3QRyWH1vOvEaeF19f7uaqgIMc8YXv5LaokFIlxrar1WjdQm7suZHdBVwlLDchxrcZj69u+wqTOkzCgpELcPLxk0isuQ0AXRI2YAB93pEj0itkCvPoG2ru2AeYjG4xwiK2u7RYgMoSevaY1G+w4LlSCYudstOJr5X0jMdeVIQUWbngqpyqxMOSn++I+bNtshsfChEWriRZrkqh/k36Y8+EbFA2A/z9+UtuAWD8z+PRb3k/p6Rpvv5HYb5hiDL3BED/3T7O84rbOMnfT76vykruvKOPxn6Ev6f+jZ4JPfk9LHrHNRWbVAHna0tAJs2ICOexswmLHA9LcbFDwl6obNwamA7A/Rm4UnoF54vOO+0oxcIsAJAYnIiHuzyM2Hgbp13Xsdrt0oQeAed8Lk8JCzkvKILeFMghLHzkEpC/CPKVS7MX1ri4+kW/KpazUkiMsNTWOoQR2ddYzobNFeTv47q3ACA0mg4p5ec4PD5sspVXled0b7HzV1xzfOusdfj2xLew+NFfOp+Hha+hpMnkCCOR+yGzPJPJOZPzXbkmILO9z/MGzcOJ5+lwABGwbMxQCYtMdIzpiIe7PoyByQOZY8eO0f936UIvprGx9MR72L27OyfIRNUs2Yi4oDgsGLEAS29ZytmEi/3ACmX1E2Erg8FZ2MpOuXd3k0pYKk2VoEABVTRTYe9UyMRDHkCxicU1xCCUGMlOYgToxYfkXbDLZolNHyqQ+VvkhIQA/sRbkqTWqpW77gYb+7P2Y2/mXofAnoDN5Xcsx8f9/pA8TvL3BQU5ZPDFvjMpHhaygAkRFqaNgsGdsLjuWJ0JC8V5n3ItWHwEiCDMNwyjUkehTzv65uIjAGxSJcUTkhKWgq9u/wp92iYJ2iVjLSqin2+NhtsTBADDvh2GXl/1QlFNkdcIC/m7AsJpliqHsPBd23UX1qFIe1rQHgFfUiuXV4z5WSFhIdcqIMBZb4psFnafSkdaqbOLtayuDNkV2W7lzgRCISGArqYEgKJ8R4kxezMDOOfHCM1ZddY6PPD7Azhfu9Pps13Bpx5MnkWDAQiv119cf3E9XjtCl8ArJZeAs6BmqG8o2jeLEmwh0ZigEhYvgPTQ6NKFnsT61FcTHjrE/x422BOVv8Efz/Z9FlM6TeEszSOTX3W1cFUH0/U1noJWC/x46kcEvh2IO366w+1cMrmIEhYzPVHqqhOd3gc4dgjkQSGTrlhIwLXxIddkHRMQg7jAOGhAXw+NhjssRLwA1rI4UBTtqnXdTbKhhLC0dpegkGyzqMj9O5NSzeRK2ADHdRL7zqTksJBrxJcYCABP934aJx87if/2dVR98LnY6ZJO2l9eW6tBebnz6xabhdmpsidUoYRbgE5q3nT/Jnz7wNvM+ewdIdckLZa/wgZfRc8DnR9A5dxKrJywEoBjMY2JcRauY2N/1n4czD6ISlOlKGER6qXFxqPdHsXHYz5Gp+b0issXwhMiLK7f1Zy/5mBL/rdO5/BBTt4R83NlHCdhMegM6BTTya1MmIAdDmJPg+Q7+v3gIay9sNbpPV8c+QKJixIxa+MsTptCISEA6NCcFrlKhKMcnBRBELDJGl+FEMC6RgHCpc1i15QddmeXNefng7ezuJBdwH3OIa0aAOkyFNcLqtKtTGy8tBE6rQ69EnrheN5xPLbhMWSc2A4gltEJ6NgR+O03h5qgGNIzzQB8sKP4B4zBZMFz/f1pxl1SQj/UfGq35MbLsO9FelkCjHojqi3VKKktcTtXqnhYpYkmLPqaJrBBOCREJt38fEefHDZsdhsi/CIQ4RfhVE3A9fD/OflPt2MpKTRRZBOWJ3s9iXGtxyHtaAqWQViDBQBaRrTEDxN+QJivo0kfF2H59eyv+GCdH4BbHFoQPOAiLEFBdHJyYSFtt0sXx/li7QPYNtmVFfHxNInimmBC3wmFTqvDiRmnkJtLX1DXRXByx8nondgbLSJaYE99cp+QhyUqIApRAVFOxwQ9LD61gG8pUBeGnBznGL/FbsGIZiNQY6lxcoULlcqzER1NJ2DabPQYCCFQmmtCURQqzZUIiqQAhLgRC61Gy7mzFrLpb/BHjaVGsLSZjJdcA77GhwS3t7odAPBr/felxMPiem3laHsoIiw8Hpbu8d1x/LHjvJ/Fl9TM/F6ehCrzBafXSJUQX1mzWEioR5s4fA1AX9WUOdY3qS9m95yNjw5+RNv2kUZYDFoDtBot7CJaLHKuqb/BnymVtlrpNYCrNYeQXcA5JHQg6wC+P/k9EPgigFjFmjH/FlTCIhOP/PEIsiuzcfiRw6BA4Xz+JaCYvmvIotO+Pf3/6dPi9urqgIpS2kd71bYbwGScyDuBnMocdInrgthA99k7MZG+WTMz6aZgXEi7ZgFgAIKyEerbjlmUSfNCNqQSFkZJsto9h4UtzU9RFKKjNdDr6QeLvagQdIvvhqLn6PhwTg4dvtJqhT0ibHCVNieFJCEpJAkXttK/i5UJR/hHYFKHSU7HSA7LxYv0mDQauvQw/xq96xLzsHDlxQA0EXIlLGN+GIP9u+YB6Cs714bPw2K1W1Fuol0alSW+sFrpv8F1km4f3R7to+kb9aKEkBAX+BYAg9YAnUYHW1AOQ1jatnW87m/wx+Ypm3nt8XlYCOhqEQqZmRpkZ9P3FkVRgoRFSD3ZTtkR8k4IcGYigFWi+WFCFUIE7DAen4dldPPRyK/OZ5r/SU3kJdeHi2DwXQdBcilBPZWiKKy7dx1qLDWI8HeWjuay7RwSki8awqd4LKSXIlbWLBYS4vqewv3C8eGYD7H+4nqklaU52Rby3hE5hioRD8uSMUvwzvB3OPsIAc7XlC5Dt0AfUAZrdSjy8pQRFjLuxETgaPFFfHzoY0T5TIJKWG4yUBTlVCWk1+qBikTAroePj2NSJITlzBnabSeU88BMEro6xEXRsdNZG2dhT8YerLprFSa2nej2nsRE4ORJ4cTbtAwzAAMQnINgYzDC/ehAqCceFq1Gi3ZR7ZBZk4xaOC8sYX5hWH33avgb/EGBglarQVwcPfGQRYUP5AGKjXVv/scHvkohQLxLsxDatKG/r6IiepKJja33bBTRTEVJSAhwNFdje24O5xxGWQ494whVHnHZ5HPhsr0wZYX0+4RCFwAk5bCsPLUSl0su47aWt6FLHM24+BZBjUaDg48cxMy/k7G/UHpcXCwkBAAxC2JQXFOMjrFVyMz0RVYW0KuXc5m8XA+LTquDn94PtfXVEq7P1Q8nf8DfaX/jtpa3YXyb8ZI9LIBwb60vbvuC+Vmo+zPBtbJrSCtLg8WnCYBmTJ4ae62zU3YsHrUYtdZaJwkDXg+LRHl+jUaDMS3GcL4m7GGJQ41FoPMnD/jIK/N7dTQq65xzVZgEVh4Pi1hIKDqW9nRfvUb/DwAn80+i0lSJtLI0N9tCHhaAvrZV9R4WvmdLq9G6JdwCAh4WALrgQlirQ5Gb61hrXNE6sjU+GPmBWydsk8lRih0XB/jn0Ta1QfS61tgJi5rDIgPVlmqYbHStfqR/JML8wmjVRQDJyRRDTJo3pxPbqqvFe6kwC05wNkL96PhOqG8oADBS9K6QUimUWd9M0TesCFqNlh4rgNK6UrdkXjIJVFcLq912i++G00+cRqiFjjuzHyYfnQ8mtJmA0c1HQ6uhL4RYHguB2EK1cN9C9F/e36mkkIuwrDm3Bov2LcLRs2VO5/DBYrPg9/O/Y+WplYy4kp+fQ1Hz5En6/6IiALURgMbuUNvkgRBhAZwJS02dGSijBylEWN4Y8gYq51biraFvMcf4PCzszyXJg1wT6rWya/jh5A/YdHmTJMLy4+kf8cqOVxgtGEBYM6VrXFe0bBrIOUY+SAkJ2ew22CgbImPMABz3ltlmRpvINkgKTnJKDJaaw8IWj8vOdhaP25e1DyuOr8CxPDq7XoqHhV3ZJeV5JX87V/dngi+Pfokh3wzB6sxPads1jj5RBDqtDk/1fgov9H/BqZ+OlJBQUZGyKhEuIkB+1tTEICXE/eb+7sR3aPFRCzz717OCNl29IYwH1u6D4hLnJI4qC7+HhV0yz+dhoYLoL6ikSM9Uq7228zX0X9EfANAuqh1CfB0xeDHCwg7hyCUCnB6W+vtaG1TgdA4XUsNTMafPHEztNNXpOBmHwVBfOUe0jRSO89+GSlhkgHhXfPW+8Df4016L+gWnSbJjhtPrHTtxsTwWZjIPykGI0ZmwsCtN2JAyAZKJPLBeW4B4WMw2s9tiGhhI/wPEvSxiWhlsCBGWjZc2Ysg3QzBv2zzmM/ke/PSydPyT+Q+uljp2alz9hL48+iXmbJ6Dcxfp2Uasm6mNsmH8z+Mxec1kp74kHTrQ/586Rf+fc5X+XkKiy0XbrwcZgxDoE+hWjeVKWCiKQk1RJGA3wGikBBfUAJ8ABPoEQqd1uJ/4PCxsV3BuLr315rK9P2s/7v/tfrz7z7vMIlBV5VwmzmWXTQbEdqx81WcHsw8i9J1Q9P6qt9NxKfcVIYQRMbQnifz9Ib4hODvzLDKeyaA9n/WQGmYh4nFaLQWr1Zm8ya3mYZ9ba3E0QCwooHe4AP39c5Vfc5XIutq06sskP68EgiEh/2JotHZBRdayujIsP7Yca86tcTrO158nOpr2VFJ2LRL1nd3sFVQX4HLJZRTUcLNkcv1dQ8RGI+AfTHvTSoqc3YZMDguHx6KiwnHt+QhLs8QgQGsGKC0ys+nvprimmHl914O7nMTqRD0sBj8m6baggDtJ9o2db2Da79NwKNu5QoM3JASA8kCen21Xo3HcU1SAI5m3MUMlLDJA8j/CfMOg0WgQYAiApoxeiWITnWUsSWdRsQ6YbFl+wt5DjaEA+AmLFLXbvFx60g6Jol0mAYYAZiIvrVOex1JSQruvAffJ77dzv2HZ0WVM2ElIPO5a+TXsSN+B04WnmQefb6Hi8lqQcE9pKZgqFBIOKcyia37FCItRZ2Qqj9i2O3ak/ycelqwL9B8a30L8af554s+onFuJh7o85HTclbCYbCaghD6Y0swuGDbkgpiHhS3LL1YqHhRELwQA/4JFrq2UvAgAWHFsBY5X/8k5xipzFcpN5W45CFJCQozaaxT9XqFnwGIRTuZmI9AnENDZEBFtcrPrWs4rxcMS6huKMN8wUKAQHk5XrAGO572wphCGNwzwfdMXdsouiQSxc5nIouu6wFSbq7EnYw9O5p90Oi4YEtLaERBSy2mPIKM8Aw+vexhPbHjC6XhFBXd/HrYKNtecwlfOSyCUbxISQX9gaaFzh2MSEuLysBB7QUHg3XSE+YcAQfRgL6XT42Pfo+xO92wNJL77ddGoRVg1jfaG2WyOUAwbGy9vxDcnvnFrmcL1fTUJaYIlo5dgUFvawy3kEc0oz8C+zH1uTXRdnzFyT9kDpHWWvt5QCYsMkLJeEhvWaDTwqaSZSWSC8+TLVx7rCraHhdglxEXMw8KncUJRQFE+HYMNj6ljxjoydSTGthjLqe8ihbAsO7oMPRfRlQrh4Y5FjmD2xtmY/sd0pJelO42Ty8PCXgDFPCzMRM3KzwgMdEyIJCxUa60F6oJQWUqvDmKEhd2niIuwEH2dvIv0H5Lc1l2xUypIyCcjg/Zi1FhqgJLm9a8JlDIB2H1tNx5c+yA+2PsBc4ztvWDv3Lhk+YXE+GottdBoxPNYXEtwLRZH+wKuRWXp4aXYlL+MGSOXLdedsJSQEHlPUD0RFwo3kg7Eer14MjdZ5MJi6LGxny0lHpb1k9aj5PkSTGgzgVM8jiyuWo0WWo1Wdl4MH2G5UHwBA1YMwJgfnPNN+AjLEz2ewM8Tf0Z8nJ7THoFYNUtIiLswX3QM7XW+kO4e2hbTYeHzsABAUjztWRkUebfT8Vta3IKHOj+ElhEt3d4jFg4C6LC2Npi+CS+n03MNSWAHnAkLuafZmkiuGN18NCZ2vB1h9UWIXNdWTNvGtQv6k72eZPoJCRGWb098i77L++Kt3W85HXe1SzYuYgJ3jQWyCMv8+fPRo0cPBAUFITo6GuPGjcOFC86lZRRF4dVXX0V8fDz8/PwwePBgnJFQ37t69Wq0bdsWRqMRbdu2xW+//SbvL/kXUGGiRTSCjI471K+OXhWjY01O50olLOwcFteQEPthYUMsJFRaClhM9AQ0pksn5viGSRuwYdIGJIW4S7VKISw5lTm4mkFPNELddMlkLBQSYgvHSfawWJ3jFa6VQrWWWqCUvvBRUQ5xOSFwEZbe9ZGK06dpafeSK3T8qUX7MnGDPIiOpv9RFB1qqrHUAMX0xNqyhfBjmFaWhq+Pf40tV7cwx8i1slgciqAAHa4clDwIvRJ6CXtYXNRzxQgLu+0BQHtiSD+piAj384XUbrkWK3b+lJCHJciHfvb8w+ntKrm3/sn4B+0+bYfJaxyyAOz7SsyDRQgL8Uiyny32eCsqHOOUou1C4OoVdSVt3iIsjF3WAmg2O+4R1+e2b1Jf3N3ubjSJN3Lac7Urp/dTheEiAOC7vVvcXuMKMRKw72kuwpKSSP9tCdpuTsef6fMMlt2xDN3ju7u9R6xCiMAnjHYxknYp7E1ju08dJZly9H34vivAMVfytajguq7kmgiRC6nfF3nd7JsparMxQBZh2blzJ2bOnIn9+/djy5YtsFqtGDlyJKqrHfH/9957DwsXLsTHH3+MQ4cOITY2FiNGjEClQDbnvn37cM8992DKlCk4ceIEpkyZgrvvvhsHSEfBRoKOMR3x1W1f4fl+zzPH4kE/NL3aONfQyvWwLL//LQxNGQpAPIeFPCQVFdzicWTyi4gAXhsxV3gA9ZBCWCrNlYzKLdeiIkc8jr1jFwsFcAmnAe6Jt7XWWibMIuZdIeAiLDExdEiPomg9nYocemAv33erqL0fTv6A0d+PxkcHPnI6rtE4ypmPHaMTfg2FPQE4cmb4wFXWbDA4Ji42IegQ0wE7pu3AL3f9Is3DUm9TlLC4hITIxEc0UTjt1xMWUs1CIFR26+fHv2MFHMTCGEa7d7KzaduFNYU4W3jWSf1Uav4KAIxMHYmHOj+Epsk00ecjLEzOTIgj70sKXL2iSrw25DmotfCHhLiuLflO9XqHaqorhBZVPruA8MIaHEm/p7TQ1+01ct9xeViI506r5SbD5LPkLK5i+VYEfuF0uDwzyw6KopzmYHZ4SCx/BQD2Ze7DDyd/QGAYfR24ni0ubyM7l4xNsOyUHbuv7Ua2/SivPVe7rtfXda5NDknGpdmXcOiZ9QCcQ3yNEbIIy6ZNmzBt2jS0a9cOnTp1wooVK5CRkYEjR+j+BhRFYfHixXjxxRcxYcIEtG/fHt988w1qamqwcuVKXruLFy/GiBEjMHfuXLRu3Rpz587FsGHDsHjxYo/+OG+jSUgTPNz1YadSYz7vAFkw09Lc29WzQSaq1GRfpmtpn8Q+WDRqER7v/jjne4KCHIJxXGRAap8TNqQQlipzFWcfIQI+8TiyqLDBXgAlZdvDOSQEuCfe0mEWuoxHLmFxtX1rPTd5qD4VpVUr/uoNNtLK0vDXlb9wquCU22tswpIckgK/or4AgK5dpY3RlbCJqVNKzWEBHOE1qSEhsQWAre9hNjvH77kmU/ZEKiT21zWuK4Y3G46WKTRbqK2lPYpcGhxSNFgI/tP3P1h2xzL0bkvftHwhISn5KwDw2eHPMOzbYfjyyJdO5zMhIQV5MVI8LFy9abhUUwkuFl/EqjOrYPenbxa5TfqECEtoJL3ylRe7e1G42igQkDFERXF7xiKj6ITYY5edb/ycyhxUmas4Q95SQkIAEBRFe7VzczSosdRwdpoGpBGWJQeW4P7f7ofVnx6nUEiIi7yziyEAen0d+PVAzDvwKK89Aqnfl0FnQPPw5miTFMe0bGjMXhaPcljK67Mdw+tpe1paGvLy8jBy5EjmHKPRiEGDBmHv3r28dvbt2+f0HgAYNWqU4HtMJhMqKiqc/v3bqK2lQwaA+wKemEjvgi0W/tANRXHf+O2i2+Hp3k/z6h4Awom35Fh8gnNa+iPrHkHg24H49NCnbu+RTFgEPCxMSMilY3NNDdzk2ckOy6j1d+si64pAn0AE+QTBqHdOmiGk5OLFepuWWqCQju+yhcqEwOe9mepcDYg775Roj0c4DnAQk6NHaSJbUUHnAbVpI2yTj7AIyfNzNU/jskmImpiHZdsD2/DPQ/8gJYxmiUILFWNfb4Z/SI3bGIU8LGKVZ68PeR1bpmzBnR3HMt6C7GyHCrNcRVpXcIVbdz+4GzlzcjAgeYBkm1dLr2Jb2jZcKL7AaZfPwyJEWNpEtsE7w97BM72fkeVhEfqu1p5fi7t/vRsXTLs57QnZFbMdHknnfFQWubuiIvwi0CysGWIC3RmEWPgmqL5b9eYTJ5lqPDtlR+LCRATND0JelXv5jNSQ0MhOdNinriQCWo0Wi0ct5jxPCmEhc4tfSIXTGAgoiuLUjuG7pjqtDgatAWBpu/D1k5P7fbHz2G5KwkJRFObMmYP+/fujfb16TV791YhxuStiYmKY17iQl5cn+z3z589HSEgI8y9JqIWul3Cm4Aw2X9nMuJ3J8DR6E745v8TpXJ3O4QG4yqObVF7ucP29dnQGLDaL5LEIJd6SSXFj/hdYst8xLitlRbWlmsnFYUNIPZOAJiyxTuezwVa7BWj3Pkk44/ICGHVGUNWRjLgeX2Lk3e3uRsXcCqy+e7XTcRJKIb2c/rjvDzS30UnBUgnLywNfxrfjvkWHGOe4TKdOwOP1Dq6AyGIcbHIfTuW7e01cwUcuAKB7d8d4d+2if27fXljUDXAOBbDB5WFZcWwFot+PxrTv6FCgjw93GCDKPwrfjf8OP0z4AYA4YekY0xF9k/q6hYQECQuAoAiaSLAJS3RANHon9kbLcEdypFRZfjbYSd1cHhY5eQYURaHSVMmZwxJsDEZcUBx89b6SPSyu94HrBoOdu0BR0jwsKWEpeL7/85jccTK/h0Vgx851bcm9pQsUFg7jS5QWsh0ZTbuWa8rdwz5LxizBlSev4P6O97u9JpRwCwBNE+q9MlUxzFxWZa6iG7PCEVJnQ2pIaMoAOixfUuAPP4Mfnur9FNPvKMrf0ZpCCmEhFVDGkDIA7s+WxW6BjaKvEZdHjDdP0J/eiVittHeRC1JDQgDw0raX8PSmpxEZTXuTbkrCMmvWLJw8eRI//vij22uuMsMURXE28vPkPXPnzkV5eTnzL1NJv3GZ+PLolxj1/Sh8eZR285IvnwrMQU6V+4oslsfCTOK+pfjx/DKm7NhsM2Nf5j5svrKZdyxCibfMseAspwRhkrBIdqNskIdDakhIKOmWq0mfK2H59JZPUfdSHcYl0GWS0dHu/YbE0KEDvTPIy6Mfsj6J/ZBdr5kilbDc0foOTOk0BYnB7ivFJ58ABw8CUf8diq15P7mV4XKBz2MD0AS2WTPa6zZ3Hu0uN0XvEbUpx8NSVleGwppCFBfQeQOJidwhFj+DH+7veD/ubEu7jqSIx7Eh5mInY/YLq3exs+6rqZ2mYt/D+/DiwBfd7Il5WNhgl82T74bc44A8D8vHBz9G8DvB+Oj8c8x7uXQzpNp0TWp23WBEB0Tjlha3oE9iHxQV0WEzoe7PrpCTdCtIWEhIRqTnzajUUfhl4i94sueTTscFk0Pr1/eaMgnZ7yyQMfARlqSEeoZfFcuIa5L/DVqDk2Ce6zjFPCxcYexHu9EhmEFNBzHnyfGwGIJpVuH6bBm0BpS/UI7cZ3MlqRIzNg0mBAbZOG0ScBEWvmTexfsXY8mBJQiNoD1ijZmwKJLmnz17NtatW4ddu3YhkbUliK2/Cnl5eYhjPXkFBQVuHhQ2YmNj3bwpYu8xGo0wutbVNjAImyc3FzMJB+ZyLmZihMVVg4UQtLK6MvRdTuc3WOdZnQTDCCQTFh9HlRDZfXKNlXxdJSV0OIHr0kb6R0JfkwQruCfWWT1nYXzr8Yx0O0BPAKdP8+dZ5OXRf7OUPANXBATQqrQXL9JeixYt6DCdjw9NDDyFRgP06AGYdtE7Gq6KBlfw5cQQjB8PfPABkJ9dP6m23Aigv6BN18WPgMvDQs6xltLPotRwiBBhqbHUYNG+RfAz+OGZ3s9Ao9GIelhm9ZyFe9rdg4WXEpB+RFztVooGC0Dnhsz9ey7Gtx6PhARa+Tj7/9o77/AoqraN39s3ZdN7D733Lh2kCAiKWFBBQLEh7bV3LC/y2vkUQVGxgwgoYgGkijQpofcWEtLbJptkd7M73x8nZ3a2z+xuIOj5XRcXyezsyezszJz7PDUXqEr1L4aFrsprtRchlxNRWVhIPt/0n6cjSBmEVwe/ipwccu+LtbBQ1yDdv6CAiJMBGQP4CZCmz8fHg48jcIXJYsKRgiMwWoxISOjDjyekT2ofvDboNbSOtfkZva7YAa+CpWlUUzSNcg4M8zR2YgJ5bpn0bjq0uoFeg+4e//x2QxzKao4jPcKWoBChjXC50BXrEgqJqgAQjpoa4Fh2LsplF7D5wmYAQPMoW5lrMdcWPbfK0FK7z0WRyWQI04TZiRVAnMCMjDGhqjIIBQWu24Xc1+k+9Entg84JtmdxebmthpbwPASpgmAwGxARbQQQ3KgFiyQLC8dxmDFjBlavXo3Nmzcj06H2eWZmJhISErBxoy2NzWQyYdu2bejTp4/bcXv37m33HgDYsGGDx/dcC2gdFrqK4wWLLo9/TYhoC4ugyi0Au599SW32amFxcaxRUbaHpTu30Lfjv+XTuF1NLH1S+2BC2wloFmUrxe2tPL+3lGaAxAOM+HoEbl1xq9NrHev12N8HTFiw5mcAQMuWnGhrzdHCo/j51M84VXzK7T7eakYI8eQSAoBHHhGIwbBsJHc67nXMzMhM5P0nDzlz7b9sVxYW+nfN5eSJ5GliXXd6HZYfJZYjT4KlrKYMz295Hk/98RQ/GXgzsTeJbIKeKT3RLJ2s9L0VJJTiEiqvLUdZbZmdSyhEHYJkXbJd7xQpFhZa+6jSUsofQ04OEQmfHPgEC/cuFF3gDXC+DmJibN+7o3gT62Yqri5Gt0+6of/n/REXR5b/juX5eyT3wHP9n8OtrW33ihiXkDWYfAFFRa4tS+7wNHbnZmQ2r6uKcCr5P+iLQej6cVecKDrh9D5vFhZ+O6dEdh5xgdHnpCt3EMeJdwn9cuEHIIjkVH+9Yyv6fd4PP5/+GW1i2/CuIWHsoZhCf7J6d5u7ooyOiBGY4VGkjIY7C8ud7e7EiwNetHN103ssMtJWyNBuzPqCfP8YwfLoo4/i66+/xrfffgudTof8/Hzk5+ejpoasImQyGWbPno3//ve/WLNmDY4ePYr77rsPwcHBmDhxIj/OpEmT8MwztnTbWbNmYcOGDViwYAFOnjyJBQsW4I8//sDs2bMD8ykDhFQLC13le7WwhOXa9ajQKDXQKMjTzZX7BvAcdMt7x8Jy7EzkVLy4EiwymXe3kNhaGULcCZbZv8/GmO/G4O9T5AN4WqmYLCasP7ceWy9udXqNBrLu+KsOS9aSdL+OHT27H4W8v/t93Lz8Zvxw/Ae3+3jKaHCErxzJuX7qN2kCrFgB9L75OHDPCOhCvCsrpVyJhNAEp5WYKwsLXdEby8jE7emBeu+ae3HXqruQq8+1EyxOGV2CmjkUbxYWCr1OhJP09J+nI/XdVHyR9YXTeN6uK6GVUHhtvTLoFeTMzcETNzwBgAQ004lcjGARlhIQ3ls01gQgbhZfY1iExeMcvddix6Tn38JZoAk28xVbvU0wns4tXwhQS74gi8W+rg9lT84erDy20k7YWyyerSG9W7Tks3xoqjLlcMFhu75UQrxZWFQqQBlSDgDIziUTN7WwCJ+jlIoK72X5KbEhsYCO3FCXLhOVNaP7DBx75Bju7XgvABI3QscTU5VZFlpk97koF8svYupPU/HC5hfstosRmGHRnisTu8JjtWPAY/p1Y0GSYPnoo49QUVGBgQMHIjExkf+3YsUKfp8nn3wSs2fPxiOPPIJu3bohNzcXGzZsgE5QXCE7Oxt5glmxT58+WL58OT7//HN06NABy5Ytw4oVK9CzZ88AfMTA4Vaw6K64FBbUwuIu6NZmYcm1s6oAnt03gPuHn11tlrBcOxM5/dmdCPKWKUS3Bwe7rpVxpuQMVh5biV2Xd/Hb3JXn335pO9adXofcXKvd33aFJ6vFoEHk/51/aoAL5JcbbnA/lpSxAaDOWgez1Wy3rycGZQ6C9UUr9k3f53afsWOBW578BYg7IUoEuYOe28JC8M3a6OeoLiHRzmIa9NXU1fBpzXV1tsw3iqsiX94Ey6niU3h759s4ayLRxcJrqsBQgBx9jl3lULEWFmEclqfWD3RbRIS4ein0/iuvLbe7t+j9p5KrYK1Tecy8EhKkCoJKruIbgQL2VtGn/3gawa8H4/nNz0sWQYD7Wizny87jUP4hux44YlbstVwlX/PE1ST48f6PcfsPt9v1EiouJtYYmcyWFi9EobCVAnCcBF0FSVO8WVgAQBNRDgDIySOigsaweAq41emcq/E6kqRLAsKIYMnJJcrdMZOJPrejo127zinDmg7DV7d8hVmD7gLg3KsrV5+Lz7M+x3dH7eNAPX1fj/V4DG8PexsZSeR7cycusvKzcLTwqF0Xc4/9pACERFZ5HLMxICmGxVV+uyMymQwvv/wyXn75Zbf7bN261Wnbbbfdhttuu81550YEneippULoEnIlLKjHrLycxIY4ZmvYYliuOK0MQtWhKKkp8SpYysvJjUAfyvyY2nJAU2X3QEgNS0Wf1D5oE+s6ItWbYBn18TQAnyI2vg4ymfOls+70OszdMBd3t78bvVN7A3BvYaGTYEUxuVk8Bq/VT6xGixFWzmo3CXTtSlZNBQUKoKI/AGDwYPdjOeJNsAhjUcQIFuGxecJVcKQnZv8+G1WmKrx545t85+3oaFvqfF4ekJZmG7eqJAKA+LoeWi2pDKzXkwcWze4CnIvG1dTY0tTdrVgPFxzG4xsfR0fTQwD621lYHKt7CpsNSrGweGr9IFYEUIQd0oXCgmbdhKpD+c+g0bguaCZkbMuxML1gsttmN264ATV1NZBBhssij1WtUEMuk8PKWetrsYTjwgV7gfHilhfxzZFv8PawtzG391wAnifAljEtsXTMUsQEx+DZj4h1paCAZK8J4evGuMhmiY11HTDPcRyiYywoLFSioIAD6vt2mSwmXqy6EizeLCwAkJkShKO5QJSFBHCkR6RjSqcpLp9tYt1BAHlGQpcFgBSPQwzsGh4C4gJuAaB1bGu0jm0NjiPudpOJuIXS62uMujqngOfvi3Zffnk9+d2duBj21TAUVRfhyMNH0C6OfJnu4sRs6deVHsdsDLBeQhJwZ2GJjbe4rCcQHGy7OFy5hWyxJrlON643C0tYmM3KIXxg8yvLuErc3PJmfnIDgCFNhuCvqX/hneHvuBzTk2CxWC04fZF8/vgE18JVSpYQdTPQKphiLCyAczCrUgk88IDtd03Gfr7xpBj4lGEXdVMAoLaulnfPuco+8BUpcTEAyVD79OCndpU35XLnjsjp4enomtgVhuIIAOIrpwLuA2/dFY3TaGwFDB2h129daDYA+2q3jqtrWuZfLne9UhcidGvSz1ZSAtzx3WT0+bQPdufsBiBdsNAFg9FiREKymR9DWIiNjpmc7Lm4HeCc9Sg8FqEQklKMTiaTeW2A6JjWXFVFXLmAawEQFxKHaV2mYWyrsR6r3Uqt7wKQ5+WJmm0AgJw8W8kG4TPN8bnHcd7TmgGgQ1NysIpqctL6pvXFZ2M/w+N9HnfaV2yGEEBcQvII8gC8nEOsv74KFoq7Xl2uFi1WqziB5a1mipTvi+6jCa9wOsbGhk9ZQv9WXh/8Ooqqi5ARkQHANrFvfORLPvjTkaZNyX7nz5OMEyGX6htp7py7HG072Ndg8SZYAPKAO3GCPABbtiTb6MOvV5tU/HTnT6I/G+BZsNTW1fIpzUmJrp/WjoXj6DEC5CYwmWyBvfSGKi4kYkBMeiB9n+OK5Nlngb9P5GH97ktIufd1AD+7H8zNMbuzsMSGxKL2+VpYOavX1HyABKhOXzcdJovJ4/mXy+QIUYW4XGG6O85qc7XLTKFLl2yC8NXBr2LewFeheZT8LtbCApCH4Nmzzg8sxzLqwgequ1NCP5dRSy5yWu02OloQvO5gqXRX5l+I0CVEgwdra4H9p/JxTraLN4FTV6lYwRKmCcOtrW9FuCYciVUWACo7l1CIKgTZRHshLc39OJ6gsTGXLwNqQV0TKeIqWBUMg9ngttqt4yTormqqKzxNgr4IllB1KBBCLqbcPBMAcvPTc6pRaPjq3pSKClsmiyfB4q2VgBCxGUIAuS+j42pRBMBaQT5Yaph9jS+xgqW4uhh/Zf8FrVKL2NjhyMmxv7dc9REqKbFVRnf1+S+VX8KVyitQhDYHEONSXHAcJ+n7WjJ6CcwWMxSGZDwL4uqzWLzfi9cCJlgkQIOuAGLGpv5sT0q4SRNgxw5nC4vBYHt/q2ZBCNPYO1dn9JiBOwx3oG1cW7gjNdUmWChSV5ZCPAmWanM1X+U2Jcn1lexq8o+JsZlD8/Js5tAacw1glaGkUGn3t10hl8mhVWpRW1frUlgEBQGP/fcA1n83GhGJXV2M4B5vgkV4DGKwclY+gLfOWsfX1nFk/tD5mD90vujjdFdB11WmUGEhuT7lcs/XpuOY7iws1AJDhaOYgFsqWKq5MkRHkwdxXh4RLI4WFrEpzQAQGRSJHsk9EBUUBZmMfP5z5wB9sQ6ItY0p9T6Qy+R8YcK//iLbsk4X4f/2/h9/rHSBQa9hT1ypvIJHfnkECrmCH1doYUngrVbiLSyAfZ0fj4JFbS9Y3H1XJosJmy9sRo25BnFx4wDIAiZYFHIFFLpSWADk5tvShDzFr9BrLyzMPpPFkdCoKgChOHmxHEAEymvLoZQrEaIKcVpYSHEJAUBGmgpFAFCZDLVC7dQsVmxBwqOFRzFuxTi0jmmNtDiSDSjMFPLkZouJcV1Q8pVtr+CzrM/wQPSXAO51+V0ZLUa+iJ679hdCmkSS7JC6CPI7x5H71VuH82sBEyw+UlZmM3F78me7S22mq7WwMBIY6IirCpCOuAq8pX11kpItAOyFRa4+F90/6Y46ax0Kn3CW5l4FC7WwJLleVjs2PwTICjwpiRxXbi552PMrgOpYWCwyyGQi6iOoQiCXyWG0GF2+7thNWCxiBYvU8QAy0QvTygMxrphaLHQCTEjwXIzPlYUFcBYsAzMGYvt920VXuQXsLYRpieQBeOUKiY3gY8EcygOIMbEnhCZgz/17+N9TUsi9ZSiJ8EuwCKGWkMriMKw6tho5/8mBlbPi9afIdjEWFrPFjJ9O/WTnRhQKFl39ZMVVR/KBmGKymeb0mgODyYAkXZJrl5DDqt3bd1VjrsHIb0YCAObFmQCoAiZYAFLltRpAQYEta85itSAjIgOR2kin/cUE3ALAedNOAMOw9/QlABF4cN2D+P7Y91g4YiEe6/mY3b5SXEIAcHuvG/A3gKCa5nhx4DyoFfbFcei95k1gCxcEYl1CYitIK3UlTuNRhG5zKZl9SiX4xUVhIRMs1zW1dbX489KfCFWHondqbz5NLzKSww3LeqHKVIUD0w+47XfjmClEV2uhcSWYuvZx3N3+bgxtMlTSMbmqxUL/zitHJuHzd/9E9pxs/jWtUou8KjI7uFr9e7ewkCvd280kTAUFyIOYChaArOrkMjks9QLIXdCekKInijy6ZPqm9cUvE3+xS+MWQ++U3vjwpg+RGZHp8vUjBUfw7OZn0SyyGd4d8a7X8YQTVLW5OmCCxVt5frrqG/TFIJzY0QLAEq8T4Kyes3BH2ztwQxpJq3InWKKDo9EvvR//u1TBkpTE4ehRGX9dtYltg7LaMj7QVUwtHnfQz1hTGmX3d+k9IaVjB8dxqDJVISJGCZlMC86iAapjkRxG/ogUCwv9vmrravlAcXq/5ucDqTVEeOvzSRpNUpJniwJldq/Z/M9SXELuviuhwCeVTgMrWIIjqlAN+2uqfXx7XJh1weX+YgJuASApkSzGDGXk+/aU1izFJQQA9/W/EU8AqKkIxZzuTzu9Lra5rHBB4OrecuUSEvt9yXVkAqqsJEHwwuwnarlRyVV2Ljd3Y68/ux5/Zv+Jfmn9EBc33G3gdWOACRaR5FXmYdjXw4gP+VkDX6sgOhrYm7sXAPHNOwoWd7VY6MOPC7uAZVnL0D2pu51gydXn4rL+MuJC4niTnSOeBAsizzutDISTZ6Wx0i4gF7BNGIWFzj7Mmroaj40PAe8l5OmNrlFqUPdiHdb8WIdbl4ibVLzFjySEJuCm5jd5H8iBljEt0TKmpdvX86rysO70OnSMdxOk5IBMJnMbbyLkP+v/gxPFJ/BM32fsxIA7xJ7bS+WXUHCFZEp4e6AObzbc7nca8OqtwJWYFSsVDlbOirgECwAlL0x2TLVvRyDFwuII/fxcBXkzXbX7YmEZ9e0o/Hb2N3x1y1cIjhwDQ2k4oLcNIEWwCCeh2rpaBKuCERtrc4+2VA+CNl0BYzE57kzXetkjYoJuvU2AKrkKCpkCFs5SXzgsxOWq/c0b30RJTQlaRNsi2sUIlpAIA4oBFBeLC4gQa2FJSyLqrra+7L+w0q27McW6hGi6stFIrs2MDPvXRdfNESwyXAmWOb3nYErnKaShYT1eBQut86Qu46+lwkL7a9KVuDSZbPV1HJ/ff5z/A2/teguP934c8fHDceJE4w28ZVlCInG8CKiFJSbGFrnvqTx/To6t2BBgc92ooslT3DG99d3d76L3p72xeN9it8fkKFhMJoF7KPK8k49YrVDzIsbVscbFkbgHq9X5grVyVsgNZHZwJ1gyIzLx6c2fYuHIhXbb3WUKXckletnXIMargdRsHsBzx2bKrpxd+O3sbyipcVGlS8KYjhaWanM1UJ4BQPp5dWdh2Z2zGwv3LMT2S6SmipgJIEQdgg33bMDOqTuRnEQeM+7S5aVaWHp80gMRb0TgSMER26RRmQylXIlgVTCqqmy1ZKQIFirgCw2FSE2pF8j6FMz5fQ5WHV/NCxYx51VoiqfXkFxuuxcebPEqtt23DUo9KfcuVrDk6HNwKP8QigxFLgXLrJ6z8GSfJ3mrkLcJUCaT2YqRRbkvRja21VhM7TwVcSE2JSFGsNCKrGXF4tbGYi0sTVPrs9CqImGxAEUGorKFDQodj1OshYW6sQHnZ5bZbBtPioWFLgaE91awKhhJuiRSrM7hWL1ZWGos1W6DpCO0EXix/4uY02sOv43uo1LZlyywG9ON66oxwQSLSPgAqXphIbSweCrIFhtLet5wnE2kALbVmjyCqA2pac2Ac7XbixfJ39EG1QEhhS6D2vhjdVHtVqGwTVqO5fk7xHQDZyDma3cTS3RwNKZ2nopxrcbZbXcnWKRkXTy36TmM+nYU/sr+y+XrB/IO4PODn/PWLrEYTAZsu7gNf5z/w+XrjgGnYhATFyNVCH15y5fImZNjV3IdcD631eZqoIxY5KhYdsfpktNYd3od34Xa3cPq1zO/Ytbvs/D9se8BiJuo5DI5bmx6I3qn9kZKMnnMuOsnJCXoFiDpshXGCpTWlPKfX23IRLIuGTKZjL8fdDoSIyaWuGByAgoNhchMr59g9Sl4b897+O3wHj7WRMz1qpAr+MWB8DpwXGRQi6jY3leP/vooOi3phDUn1/ATcGWlrSDZ430ex4IbFyAhlHw5Yr4rvtJpFHnGuap27AoxYw/vSHrZVJRo+TG/P/Y9un/S3anCKyDewtI8NYL8YFWiuJhDoYFctMLJH7Avyy9WsADun1k0PV+tthXFc4ewMnFUNAk6Fmu99GZhERYOdLxf40LiMG/QPLw08CWncePjwVcfpnhzXTUmmGARiXsLi83V4kpcyGSuA29Pn65/PfosAOfiQVIES0kJKfhFH34xKZWAzHUUvqeOzYD7OBZ6o6pU3m9URxxv/gtlF3DLiluwes/fdp/DE7tzd+PXM78iuyLb5es/nvwRU9dOxZeHvpR0bNkV2Rj4xUBMWDnB5eu+WFgaQrAk6ZKQHJbsVAuGrgQrKwG9vj6YuYws172t2j8/+DnGfDcGnx78FICILCGl+CwhIcLy/CeKTiDt3TT0/7w//7pUlxC1hJTVlvHXVry1Gy7OvgjA94BbWkup0FCI5pnke+kWQgSiqZhcpAkJ4mJNANv9J4zpchQsF+pDOcRaWITNNcPCbJVW3aX3ihIs9WJcG07qLJlM9tWOLVYLVp9Yjd/P/g6zhZRfqK217eNp7BdveggAYKxV8PVgLldcxr4r+3Cx4qLT/mJqsABAYngMEEQewiculvILSqEFCLBPkw6EYBHW4nGc+B0RLnLCoki6vfDeWnpgKWb9Ngs7sm0uUrFBt0JriJjUbk+LAmFzVSZY/iE4pgtSwWJnYXFhtQCc41g4ziZYLJGk+ZcvFpbwcNsD8MgR2/iRieUuxxQev7vJ1J1gEXYndXejWjkrfjvzG1YdX2VXdt2xhHpRdRF+PPkjLkuwsHhzs0jp9yOEFgGsNFa6rOTsqo+ONw48eADmF8zon97f7T6+CCFX6HS2LLOz5+tgsVqAMqKQva3aHTtLU7N1aSnsmtUJS/O7a1HvihVHV+DdXe9CEUaeqHl5RGRc1l9GbiW5oKxW8X2EKDROpbSmlL/+8/JsTfuo5U6qYKGTXX5VPkqUh8i4V0jsRXUeESy03pEYQtWhkMvkdvcajTV4duVniH8rHmfOkRMtWrAobROWMLuuoIAE0h8pOILzZef5a1mKhcWqqOYLAToG8o7/fjxGfjMSddY6u9fVatdZjpTQUPA9j+gkyKc1q9yX5feaNagOgUxHdt53mvjBNQqNU9A9/fxhYd7L8gtxV0VZihjWKDT4aNRHWDZ2GZISicVOaL1ad3odFu5diGOFx5yO19331S2pG+YNnId72t/j1sJSXluOE0UnkFdpe4iLac9wPbiEWNCtSBwjuqlLKCbGu9WidWvgxx+BY/XXZX4+WRHL5YAp/ARQ6xzDwq/OBEXYXNGpE7mJsrKAo0fJtujUArsxhHSM74gwTZhbF4e7Bohr9u4F0AOW0EsA3Ecd3vQtCXwteLyAnwCEqxWOs02AlnJy14sRLGJL6EsVANQ6ZuEsqK2rdTovrvroiD1WT0gVLGtPrcWWC1swOHMwxrQcY/daq1bA7t3AoaMmoCYSMJJZxzFY0BG+pkcdOZboaGIRpHUY6ANRWDiOZiUA3ieV/+74Lw4XHMaXA7sBiMeVK0Cl0b4GR3ExEUdiUtspvIWlpgwJCeQ+ouX9ExJswr1ZM3HjUVLCyPV4WX8Zh0q/BPA2CvOIW0d/hRycFMFyesZpqBVqu4DxDh3I/6bc1iisKIfikkLSsQrrsADknGVnk4m+pLoEHRaTP2B90Sq6auqLA15ElakKzaObIz6eWCUKCsh1JfxbgC0LTjgBeoqHr7PWISZWhuxLChQWEhFNF3ae6rCISaltkhKCc4WAuTIK0zpPg4Wz+F2DheKuT5UUwSKTyfBQN2Jhoi47k4lYw8PDnRfBgHfB0jmxMzonEjfbPjcWlt/O/IaJqydicOZgbJq0yeu4zCX0D8QxXVDoEkrSJSE1LBUKuetIePqQOnyY/E+tKxkZpLAW4JuFBQBfYTcryzZ+h47A6Baj0Tmhs9P+347/Frum7UKvlF4ux3NnYTl3iZg0EeYmEAEkboGu1oRmcGrqNxrJ6r3aXA1YFKgrJ3dHQASLj3VYhOfdlYWMVk6lK9tAIVWwbL+0He/teQ9/Zv/p9Frr1uT/kyeB5vIRAIDERI5f2brD0cJC6zAArutFBKuC7RrJeRufnltNRCmA+uKBheR8OtZgiY11XSjLFdTCUlZbBqUSCI8mx/fq2mUASLVeQLpgoSXYL5VfQpHyIADAXEpuiNIcYn6S0vZBo9Q4TaCd6S2Z3xEobAeLRYbISPHuMMfvTGhhEWYIyWQyO0uZJwEwsf1ETO863W1tF+H3Tz+PWCvbS1teQnbdPgC2a0pMo0Ix4rVHywwAgKY2DUtvXorPx37u13hCvLmEpFrvgoNtlYbpeXDM6KLPR0CcwHJnYXH1bPHoEnKRzSSlC/TVhFlYRNI1qSveuvEt/qEmDLr9/tbvPb6XCpYjR4jZmgqWFi2Ag3Muw2AyOAWLiRUsnTqR//fuBc6cIT8/NLoXWrcWX55eiDvBUpJPnOVhMXp4IkQdgpq6GvtVmdZWkCg3F6hR1gCVyQCngEol7mHiTbD46hKSy+QIVYeiylQFvVHv5AN/ccCLeKbvM7ByVjcjOLNwz0LsvLwTUztPxbCmw5xeFzZwFCtYPH1+KlgunQ3Bq7d8izsBZGZ6byMg9F1TYmOJGBcGBwofgFLiV/jy/NDbvv8rnN1rvtRg4QVLDRH74UmFKCvKwPGT5DvyR7CMbjEa4ZpwfFO2nmwsTwdMwSjKJnVepFhYXNG8ORAcYkW1IRiyY3eCA9C+vffeRBTH70woMNzVYHFXNdUV3gQLRex1EKGN4Mvz04m1rLbM9pqA2lpbp3kxFhYx5fmlZghRAiVYdl7eibKaMvRO7Y3Y2ChUVZF7q3lzQZ+q+u+Lnh9XmTyUGnMNzpaSCzwurj0A588v9fsalDEIfz/wNyK1keDqBROzsFzntItrh//0+Q8mtCXBmUILizdatCC+3qoqkslzgoStoGVLEkORqEt0KuLWPKo5Xh7wMmb2mOlx7K71legPHyam+thYmynXF9wJltIi8qAMj/XsoqI3n6MrS/gAqDZXA6UkziIz03vwGmAfHe8Kx343UvDm0lMpVE71dTyx8/JOrDi2AieLT7p8XS6To/q5alhetCA6yEvb33o8ff42pOwKjh8nohgA2rrv6MAj9F1TXJmEhXE8vgiWKlOV03Xl2EdISg2WJpFN0C2pG+/CCUsls0rNlUxwnO+CJVgVjJ/v+hmzes4CQoqBkHwAcqCwHfKzyfFKESzv734f478fj9/O/MZvUyiAVm1Jqi+3m9zbPXtKO0bA9p3YWVgkVrmlnCg6gY3nNuJS+SWPtV2EbmuxrpbIoEi3gsWxDhQVySqV57gYii6KTMwHz+a6vXf9dQlduWKfMSVVsNy/9n6M/m40Dhccdrq33LVRcJXJQzlccBgdFnfAmO/GeG1WKlawRAZFoltSNzSNasqPaTDYmmY2Jphg8RGhhcUbSqVtAsnKAv4myTE287AL0iPS8dLAlzCtyzSPY2dm2lbYADBiBAC4z0l8cuOTSHknBR/u/dDl6+4ES3kRuami4tzXFgHcWwKEQWw1dTVAKak/0by5x+GcxnVbmt+H9GOKsANwIJDSn0hMQ0W7MevcW1hOnwb2Eeu722acQhzjIQDXguV/Q/+HXyf+ioEZA30SLJWmSl6QFOQRt6mjS0iKhWVK5yn4+4G/8Uy/Z8jnSCSpNvrcFBQXk1W6TCY+VdiRwwX1vtUEEng7xvg9TLVKBAVJK/C298perD6xGqdKTtltb9el/jqzEBE8cKD4MXun9sZTNzyFUc1HAXBjYRHZR4gyb9s8DPt6GNaeWhtwC0uk1iZY6JghqhBEBUUhKijKbl9hSrOY2+JSHSlhsPHwYYS9EYZFfy9y2sdXl5DQjU2f9YB9lpAYhKLd8d6SWuRPuK+7bt3CcYUCU+x9ptPZMs+8pWBfC5hLSCTnSs+huLoYqeGpiA9O4n2NMTHAh3s/xNdHvsbEdhOd+lhQevYEDh4E1q+3TSrN25di2k9PICooCm8Oe9PnY5s7F3jgAbIymTsXuPX7W/Hbmd/w0aiPMKXzFLt99UY9citz3RYsEwoWjrM9OCqLyQQTHV/r8Vjow9KxPD+NUzl/HohrVw2UkuWv2FXwiwNexMsDX3YbJ/TSgJdwf5f70TNZwnK1nqdveBoGs8FlReF3d72Lv6/8jSmdpuDGpjeKGs+bNcgXXIkLSkYGMSGXlZHrC7BZ3jzRIb4DPhj5AV9kDHAtWGiQHyAtpTlMbcvAoteVWR+NVq1b8R1wxfZl8YQynvhYiy/F8W7RlBTx6ceOrDi2gvyQ+hdwbjh+/ooEmffo4b2FhBCaBePo1u0zLB9fLiYnOjoaGDJE/Jj90/vbZZ+5i2EBbJOUt+9KeG25imEItEto7V1rXe4rJeAWANpn1u9Y3zKkZbSz+ctXl5BaTazVRUXkGo2JIdW/qQtTrIXFo2BxcAlJSUEXxps4dld2/L68ZfaVVJdg6YGlAICn+j6FuDhSgLSw0D5w/4/zf4DjOPRM6clnV15tmIVFJO/ufhe9Pu2Fj/7+COXlNjNhVBSQW5mL3Tm7ca7snNv3D62vuv/xx8RXm5wMhCXn4bOsz7Ds0DKn/S1WC44WHsXe3L1e4yemTQN+/51Ybzp1Ihes0WJ02SnYXb8fCr2gTSYyAQLks1YVk8yTuESzx2Nx5xISui1m9ZyFMbFzAYgXLCqFyq1YAYAb0m7A7W1vR3qEiLrpDkzpPAUzeszgXQxCtmdvx3dHv8P5svMu3ukabxaWi+UXMfrb0bh/7f2Sx3QlguRyoJ+gur8iqBLdunkfMyMiA4/2eNSu0J+38vxSVqw0RqGstoxfsabJe+PEoycwb9A8ALbKzP5UO7bGkPS44lwddu0i28S4xFyhN+qRlZ9FfsncYveaFEsI4D4OrWsPMxKHrII6tBIffWRb0fqCpxgWsatqYckAV6v2dnHt8PHoj/HUDU/x20RbWIIigRAymLe4CKnWkG4t6gs4VZE3dEns4nZMqS4hwDmO5coVIgxUKvHj0QWcK8Fy9JGjOPnoSWRGErOdlBR0YfVcmtVHcRQsFRW2Kuuuxi6vLcfTm57Ga3++BsB9PaZJayZh2NfDJD0LAw2zsIhEaG6l8Svh4eTiFeMCGDnStgoGgNtuAwxm923Wa+tq0f4jElRV9UyVU2E5ITIZMFzQFsZTBgp9mLk7Vq3Wdpx5eUSQlZcDFhN5qiYmei6BOafXHNzT4R50S7KfMalgOXaMpPudPystnfNa4VNpfg/WEICUEf/lzC98ALcYvF1jEycCa+sXrvG9NkGpHCd6bCGuHlbLspaB4ziMbTUW+fnEjC/mgX1Ph3vQN60vmkY1xW/1Wt7R1Sil2jHlbOlZ3PjVjVDJVTj92GlUay4AIQXgDPFYsoTsI0awuSJME4Yvb/kSJosJ09c+hIKI80A5sbxNnChtLHeCpVtyV1z5o6udBVMsNeYaXKkky/ymUU3tBEbzqOZ4vPfjyIjIAGCzBniLD3JVPVUoWNLC0/BA1wfs3uOLS8ibYJFqYWmeXl9zxRCHHom9nGJiAN9dQgARLFlZNsFCY6MyM+37rHnCk4XFcYEkxSVk4SzgZGZER6v4ZoV0/CGZQ6BVatE7pTcA2z0XEeHa6ih8tnAch7g4md1xUnypSRVomGARiXDicoxfcWdVEBIcDLz1FnHdZGQATz0FnKgl+7sSLMJYjGpztUfB4oineA4x4iox0SZY2ra13bBRUcDc/g97/NtjW411uZ2ueM+fJzUJaK0MsTEsuy7vwnt73kOLqBZ4dfCrTq+vPrEaVs6KoU2GukyX9MTF8ou4VH4JqeGpTm4hf0rzeytyJ0UEDW0yFCcePYFwjXM3WoAI4FFTD+OXA/vQ+vb1AMZ5HbPGXIO9uXthtpr5xpuuBMt/NvwHpTWlOJ5yXJJgETaWdOx5RPFFsGiVWlwsvwilXAmO4xCqDoE8Yyesx27hXUK9e4sfz5ERzUhq+DRMAybcAWz8Hz56pi9atBCZalOPt0w/qWIFIOntI74ZgY7xHZH1UBb/PVRUAK0jO+PNYTb3ndiAZuEzQZgq605QSSkeGBMcg2EdO2PDV0BhIYdKYxUGfTEIEdoI/Hb3b3bdhKWKC17YcEp8Puwnl8fpj2Chbh9qBfQlmJu6BQ0mAzJEWi/FuIQAahEjgkV4v45vMx7j24znfxdbPdfKWWGymBAfr7E7Hkqgil36A3MJiUToH3bMEBIbZDl1KnmInDhBRAF9kDkWjQNIQCYt0uRtXEc8XViegjcpjoG3VLCIDTRzRXw8sdxYrcDs9zehthZQay2iOt8CpPro98e+x+aLm12+/vAvD2PCygluS/d74n9//Q8Dvxjosqx/Q5Tm92XMME0YWsW0QqLOtX1foQBGPvgnMG4aIqPFpWAXGgox8IuBGPOdrRAdnQSED1WhaJNalp9Cr6lDZwvQ/qP22HR+E/R6W3l3KYKFBmvWWetQZarCjqk78PGccfzrwcHAoEHSjs8V+6fvB5L3QTNtJB6aLk2sAOJLE0jBsQ1IRASJtwCcV8RiU8aFze/4YoE1JKsRAM6UnMGGcxtwuoTECkkpHqjT6PDF3SQ+r7hYhqKqUuzP248d2TvsxIrw+MVaWFQqsogCAM7g/Kbyct/K8lNozR2a1emTYHFjYSmrKcPc9XPx8taX+X3F3FsahQYyEBXpLubIEW+xTI4iyNWipc5ax1cvZ4LlOkDoH3a0sIgVLAC5GekDxlt1VinjujpWV6Y7bzEsgLNgoY0axQSanSs9hw3nNuBE0Qm77TKZzcqybgV5eiQ0yxcdxCj0BbvC10q3gC1jRW90rjHjS32XB7o8gPKnyvHVLV+5fL2hVipSx6X71dbV8nFSjl1lrZyVtxRpFcGSYgKKDEX47OBnWJa1jF/lV5dG4GjBUdRZ6/iVa1SUraiW2OPmAxWryFP+9ttlfIDg3LnSyrC7o7y2HAAQrnVt1fKGO8Hy5l9vIuGtBDy36Tm/x5TJbBP8qUvluFR+CXqjHhwn3sIijGEJCSHNWgHbJPjtkW8x/OvheGfXOwDsy917Kx4I2BZ2VitwKa9eaHkoGidWsACea7HQbeHhvgVgC93YgG+C5ZbWt+CDkR9gXKtxdkKg0FCId3e/i/d2v8fvK0awyGQyPN33abzQ/wUEKYNcFo/L0ecgR58DY53Rblx3wlUlV0Ehq29B4abarTB2jgmW6wDhZOCrhcXTmK7wdVxPNUniQ+PRLq6dx/gJemHTC502VTxa9xMO5h30+LcX71uM4V8P5xvqCenbl/yfd6gdAKBJO/HViXi3mxuh5Y9/VdhPyN24UmNYwrXhTitIimNwpBiKDEV4YfMLeGnLS273kTqucGVFK/rShxUN1KPbAaC2MlhU5VTKZf1lTFs7Dc9tfo6/prg6DVAThcigSJ/cQRRqacqrIrOyTgfs3w/8+SfwyivSx3MFFSxSXYyU29veDsOzBvx2929224uri1FgKHDrMvSEKxFEJ62PtqxGxvsZeGXbK6istNXR8GZhGZAxAG8Pexv3drjXbjw64VPrMv3bUjNv5AorouqtfhdzyTXqKt6ETpBSrCGeBIuvGUIUusA6c4ZYaqhg8dYFXUj/9P54tMej6JnS0y6rp7yGPGuoxUx4vN4WA/8d8l+8MugVhGvDXVpYxn8/HqnvpmLDuQ2ixpXJZC6zj1xVuwbg1ID1asIEi0j4FDS1s4VFp9EhXBMuebL01qfGV8HSL60fBqQPcPmgvbnlzTjy8BF8cNMHbt8v7K4L2ATLZfkWr+ZtT80VhzkUfe3cL9/jWEI89VYyW8x8U7ZA12FpCGuIY/qpGCpNlXjtz9fw9q633e4TpglD08imSAgV568RXq/0c0ZE2FJ3i4rsv0d9Cdk/Olpc5VQ+S6imDBqNYOIsa4KooCj/BEsoGWztqbXoubQnHvnlEURFEVHsS2yIK+744Q4A4F0hUtEoNXbl7Cn0OnNs1CcG4X1ArWJ0Qi4tVvLj0ns3PNy7FaRLYhfM7T2Xj91xFAGOrmupbsEen/RAqZxYXC/nkVX/1bSw+CpYUlKIFamujrS98LUgIUVoabpSYN+iQigwfRFsQnEhnKsAcent3voJuWrPcC1gQbcieazHY8itzEWzqGZY7mBhGdZ0GMqfLpc85tTOUzGu1TiX6ceA74Llh9t/kHwsQqhpnQbG0v8Red7rJMu7nFwIiwEDSNp1VhaAmOPo3KtC9DF5cgkJV6q+WFg8uYQuzb6EGnON3UrIGyeKTuCdXe8gLiQOrw953el1vj+RFKuNwGzPcZzLh8ac3nMwp/cc0WMq5AqoFWqYLCbe5CuXE7dQXh4RLDE6sl2tUKOokJiNxU5UdFKqqauBsc6IZs1UyMuTAyXNEamN5K8rsXFMQqiFZeflndibuxdqhVr6IF6gpf9Htxgd0HF5wSLhmqIIRU61uRqh6lB+0iov0QLRZFxfCvJR3FlYpBako/C1WIraIjePLCxoewWK1WqLmwqUhcWfcwAQ4dumDWks+sMPJFkgJESahaW4uhjHCo8hWBWM7snd+QzM3AISD+JY8Vmn8+4ezdXnQm/UIzU8FXFxZGdPdXPEdEP/8Y4foZAr0DSqKepcCJaY4BgsH78cFs4i4lM3HEywiESY1ielyq0nglRBSFa5j2Sd1nkaigxFfJ7+1YJWTj1xgjxIqIUFUee8WjA8uW7kcmDjRqDH7DdxIfYD6ILfF31MwnEdJ2yhf9UXcyXf/be+ZLgQrVIrecyi6iIsPbgULaNbuhQss3vNxoweM3irkBgcI/mltArwRJAyCCaLyamfUF4eeWAFp9oefmILkVGEGU0VxgqkNdEBfwYBpc0RoY3ge2r50p+ndUxrdE/qjgojEb2ZEYG/R36Z+AtWnViFN4a+4dP7r1RewbObnoVCpsCnY20uUup69MXColVqIZfJYeWsqDJV2QkWfWkQP+6V+ntWTMsDvVGP40XHoZQr0S2pm7Ng8aHAmRBhef6CAg6IdLawlJaSZw0grt0JhR5DvgtjrS9tHxzp0oUIlvfft/0uNqUZALZe3IoJKyegX1o/bJ+yHXFx9RmY+WTip9eAlJ5ao74dhUMFh7D+nvWIjydma3fWEEDc99U71ZZWJwy8t1rJc1un0eGOdnd4P7gGhrmEfEBKHyF/mNFjBuYNmocW0S0CNubJ4pNo/WFr9FzqviJs06bE5G8wkB5FNJMDERe8WgX4SrduUrxjYoCwvt8AEdmSLAzUFM6Bs4urAOzjV3wxV9Ksk9KaUsnvdYXQGuIOpVwpSQg5RvIHCm/9hJJ0Sfj5rp/xxbgvRNf1oCjkCj4+qLy2HAlpxDqmKm8DhVyBU/UV66V0QKa8PPBl7H1gL/qk9AEAl1WK/WVIkyFYNGqRz1U9a+tq8cWhL2yVc+vxx8Iik8kwq+csPNnnSd6qRAWGoZTce6HqUEnWhX1X9qH3p71x34/32Y3nLYZFrGCJ0kbxxeMqS4MRqY10ajJK/1ZkpC0pQQyeLCxSr1dX0GKBtCmjsECjGBxjjhzdLfTakvJ9Sa1MLHWhQQPvLRZb9+jGArOwiIDjOOzP249gVTBaRLdASQk5bdTCUmQowsTVE2GxWrB5suu0W1esOLoCu3N246bmN4ku++6NvMo8NP+/5uSh9Z88pwlcBhlOFp/0GEioUpFJ5NgxWzEyhOYB6hrvgsVLcCzgW+ZNqDoUZU+VIUQV4hTMGh0UjW9u/QYWq2/myuZRzfHqoFedCjlVmarw0LqHEKIKwaJRizxW2hXiqyvPEyq5il9ZV5urXX5/D697GHty92DewHkY03KM8yAueHHAizDWGfmYEMB+haXT6HiXyGYfJoAIbQT0Rj3KasqQkkkEmrq8LerqbK5Gfzogny0jgQUNIVj8xTHehHbo9sfCAgDvDH/H7nc+FbmcTH46jU7SZO0osN3GsPjoEkoITQBCyWAZqp7Y9FQpOM6+AKUvAbeujlWIL53AHRk2jDwPzfUFvse6LjPlFneCpahIBoT71gTUVaE/WjcH4Ox6CZlMNo+Ap/Ow5sQanCs7h1HNR6F1bGvedVVYSBaZufpc7MrZhcTQRNyQdoPozx9omGARgdlqRvdPugMAyp4qQ3FxBAB7C8sf5/8AALsHkzf+OP8Hlh5cipjgGJeCpchQhOLqYkQHRzutSNxRba6GwWyATCZzaW0QO5m2aUMEyzff1G+IO2L3fnd4CrqlZD2UhWpztaSVq0wmcyuydBodJraXWIZUQKIuEc/3f95pe0VtBb458g0UMgUWj14sejxv53jR34vwZ/afuLv93aLjI2QyGYJVwagyVbntUXSq5BQO5h+UVPfjoW4POW1zTG2m0AlASj2eCG0EsiuyUV5bjiHdiFVPXdEOFy+SSSAoSHxfFkdMFhO2XtwKAOic4KGT6DVCKEgqjZV8enTz6OaorasVfU97g05aRn0E/3elTNaOlZkdRcDsnrNxS6tb0CmhEwDpgiVRlwiE7Lcb0/HZ5EvAratjFRIIl1B4OPDf/wJPPgncfTfpJyUFx2QB+vlaaPvi2CPH+GeFlO9LaBWl49XWksBdTbCJD8YOVgXz97BSaatZ44rF+xdjw7kNiA+JR+vY1rzrqrCQzAV7c/diwsoJuCH1BuyYukPCGQgsTLCIQGgt0CqCeTOZYx0WgJiBxbo6aPE2d/s//cfT+CzrM8wfMh9P931a3JgiU6VNFhPqrHVuA37btgVWrgQfZ6BKPYQ6yLxaRdrEtsHbw9522ZdHeAzXMpdfLEJTuBRXk3ACcBUgu/PyTiw/uhw9kqQ9/YKUQagyVXktSCelKrIrhGbri+UXsf3SdqSEpSA3dzAAaRPAu8PfhdliRtekrgiVE/9/WRmwaRN5vXlz4iP3BWEvprZxPjYPakC0Si0f1FxhrOAFyze3fuPlnZ4prSlFRW0FYoJjoNPo+ElbUZ2E6V2mIzU8VdJk7dinytHNIKyaCvhoYal3CbkrcOavhcVVZd5AWFgA4PHHgUcf9a3nkzsLS2WZFm1i2/D7+eoSonVzDAZyDlIyOMzsMRPV5moEq4Jxun7c+HjP95mwRxE9zlOnbN9LY6hyC7AYFlHQL0spV6KmSg1LveeBChbHMvpSxw1kHRZv9UiEk5mncfv3t/997dNPwPKixatbJCMiA3N7z8XtbW8XecTieXbTs5i4aqJTmmmOPgerT6zG7pzdPo99vOg4tl7caleLxdEULhZHAeuIrzf/H5P+wNGHj6J5tOt+Br6Me7rkNHZk7+ALsAH2gmVPzh5M/nEyXt3+qk8xAYMzB2N4s+GICY6BVgu0IyV48PHH5P82bdy/1xt3trsTgzMHY8VtK0RbNa8mQqtgRa34jDhv3LLiFjRZ2AS/nSX1XXiXkD4Y/zd8CZpENuGL8omxhnlzCQmxWGyTmFjB0iK6BQa1J4LyyIV8DP96uFNFal8tLHR/s9nWpw0gGT0V9afcHwsLJSjIN2EtFCwcx7m1XvoiMIXiAiDnUKvU4v2R7+OTmz+BSqESlSEkHJNeA46xNt5KcFwtGt9d3ghxVTQuNNSmuIVl9D3Fbnga1xW+CBZvYzqWdnZHnz4210BMDDB4sLMZ1xesnBX3/XgfHvnlEckly3869RO+O/odcvQ5dtt3ZO/A+O/H45lNz/h8XCO+HoFBXwzCiWJbhV7H7AixCPd3FXzsq2DpEN8BbePaug3WFfquxTL799no93k//H72d36bMIbFFm8U7HcQ4/u730e27nsAwIEDZFufPr6NBQA3Nb8JmyZtahBxHCioYKFF6AIBdTXR+ycqypa5UlhIRAUVLGJSxh2trlSwVFWRiX/rxa3YnbMbxjojSkrI+DKZ7fngjTaxbfDZxPkAAGN5BDac3eDkDvZVsGg0pHaQcAzAJgCCg0ktlWsFFSxWzkrcgPWf7+iFAry05SUcyCM3ghQLi2OcoKtaLBSx1jBhXAzgXrBcawsLcwmJQFjoiwYwOWYIBauCUVtXK80a4qWxXkMIFhoLYTAbPI6r0QA//wwsXAjMnCk+ct9kMWH/lf2oqavB4MzBTq/TzAkAWDB0gbhB6+H9wQ6i0FdhISQ6OBqX9ZftMoUc60+IRSFXIHt2NkLUIS7jbhpLaX4AdhUuKcIVG29dNMbxfVmk9BGiFpxkXTLOlZ1DWcpmADaBEYieP40ZR8FSba5Gs4XNoNPokPVglk8rVkc3g1wOxMdzuHJFhpMXKmC1hqGuTgalUpy4FF7fBpMBYWHh0GhIpeP8fA5Dvx4KC2dBzpwclOQTk01MjLjigRTe1WPRIkKW7nRfiLUEuBu7vJxcr7Qkg9AddA3rnCFYFYzXB78OnVoHmUzG31s5eWa8sv0VZERkoEtiF0nuqyGZQ6BRaPhUZKG4MNYZUVpTihB1CMI0YaIzhNxZbahg4St+K5lgafQIS55TC4tjDZZgVTBKa0qvuUtIzKTVMqYlasw1fHCWO3r2JEG3RwqOYOQ3T6JpZFOPFXIBYvru8xlZNltetDiZ6oUTo9SHNRUkjpYZx7RLX6CpzSXVJbZxTb6Pmxqe6vY1XyrdAqSny+mS0xjfejzax7d3HtckfVxH3zVg31m5yli/XW+bqKT48v84/wce/fVR3NLqFuJObLoeEXGVKC/UoXdvm4von8qvE3+FRqnhr92K2grkVeUhvyrf51o6rsrzJ6eaceWKGjcufBDbZ34HAEhNFVczRKPQ4KUBL/EZeDIZEQHZ2UBunpkvFhaqDsVRiSmyFK2WgzbEjFqDGimKrk6v+9pUk77n1Cn7WiyBCLgNBHKZHM/2e5b/nQoBo57EM+k0OlRX29KmxQgWx27MQhfe/rz9uOGzG9A0sinOzjwrWggKG2AKx2QWlusQ4UTgzsISpgmDTq3jO1qKoSEES4Q2An3T+qJDfAe3++yfvl/0eABpMPf72d89jkkRfhZaiVMI/SwqucptwK873NV48dT1WizRQUSBCi0sgRjXFb76g5dlLcPG8xvRNLKpS8ESHxoPba1WksByVYeFrkrNZqCkmAjOugrypJXasTs+hDz5Cgz19nqVEc99tBuGIzfiwQeljXU9Eh1sv7KhxQkjtBE+x924EiwpmbX4e48a6oo2uHSJmBTEVhCWyWR4eeDLdtuoYMm+YuS3hahDfBYC09ZOQ63mGcDQHBkK5xpQ/ggWx1Yiwp+vtWBxhAoWS7UOqFNBp9b57b4SWkN8KRon3N9VXIxw+7WOYWGCRQQZERl4vt/ziAmOQfFfZJujheXYI8ckj7vx3o2oNFUiNcz1atwXwTK0yVAMbTJU8rF4QkpjQeEFbTAZnCZPX5oJUry5hAJiYamxWVgmtp+IUS1GOdWMEMNbO9/CmZIzmNlzplMGC51opNbhcCUuhJx57Izk43T0XQPE1J+YSB76hXnEF0gFi9QJgJbQz9Xn8hN0n+4h6HOr5EP9R0AFMb3efMGVYElMqwIQBkVZK767Om2x4Qt0hZ2TRxZgaoUaSrnSZyEwJHMIPg8pBEqbo5nGvo6H1WqbGH1xCdFeVNmCON5AZQgFgtMlp1FQVYDWsa0RFRkDhYLEAaGaZHlduUj2E+u+qjHXoLi6GHKZHMlhyXbiwtHKKtYldE+He9AvrR/fFNfRJXRH2zvQOqY12sVdW5MoEywiaB7dHK8OfhUA8Gx9IbVAVLlNDvO8XG0f3x5zes1B29hrm7IpxRwol8kRrArm68E44i1uxxPuXEK+ZvMIoRYWoUtIpVAhJti3L3rl8ZXYm7sXo1qMchIs52eeh8FskGy5aYiCdI41OCgpKeShX5SnBZSAqZycB6kTVUZEBgDSuZkGewuL1P3T+fnUz1hzcg0GpA/A5E6T+f5E/ggWx6BbAIhJqQCQBK60KS5eJNuk9Gg6W3oWpTWlaBHdAhHaCF6wXMmzAFqbSPJVsNzW5ja8kHICFy6T4nFCSkshqQu4I1SwUKEGNB6XEABM+WkKdl7eidW3r8YtrW9BbGy95aMqETq1Dick9jz6/tj3uO+n+zC86XD8fs/vdu4bx9IGYoN5m0U1Q7MoW1dHR8HSPbk7uid3F3eADQjLEpKIuxiWhqBbUje8M/wdTOsyLaDjPrTuIbRb1A6/nvlV1P5S/Zd0InY1sfrjC+Wj4x2EkC/ZMY5QYVJUXeTzGEJcrYIpKoUKEdoIp4q93nBlDfEXd1YbWsytnXYEvr31W8RaOgGQPgEkhCZAo9DAyllh4SxQypUea/T80zhccBifZ32OHdmk2FYgLCxdErvgoa4PYVCGLWI5Kpk8mOqK0/neX1IsLBNWTkDPpT2xJ2cPAJuFJb+AWBfpveWr5UKj1GB4x04AgJIi+3UydVtER0sry0+hwkxoYcmpTyRsDIKF9tSigdd8d/KKNOg0Ov5Yxbpb3RWjEwbJB6uCwXG+FXsUjqnXk6J0jQVmYRFBcXUxSqpLEBUUhZISksvnaGFZsGMBtlzcgke6P4KbW97sdUyO4/DkxicRpArCkzc86Zc7Q8hr21/DB3s/wEPdHnLyS1OyK7JxrOgYCg0u8uBcIFVk8B2bXaR4S3EvOfLKoFfw0sCXnFwp93W6D92T/FsB9Evvh1cGvoKuSbaAwOVHl2P7pe0Y1XwURrUYJWk8d+4rf/BkYblYfhETVk5AXEgcfpn4i+gxB2cOhkKmsPvcAAnYBABZZSruan8XvquvcSF1ApDL5MiIyMCpEtI4qEN8B8lC7XqGzxIylgMIjGC5semNTpWxQxPIvVynj8Ff9W5rKQHNjtZLftVeIAPS/bewCMd0rO8itdeNI65cQtTK5I9bLFA4Zoqlplmwd68CKE9HmCaMP26xFjE+ls9FWrMwoL+42NZSwNu5vVB2ARvObUBMcAzGtxmPiAhSHbeujpQ3yMEu6I16dEzoSAoBXiOYYBHBZwc/w1N/PIXJHSejuHgZAGcLy6GCQ1h/bj1GNBshakyz1Yy3dr0FAJjbe67rfSxm5Fflw2w1i+6VUlpTigJDgcdVuFTXglQ3jqcGiP3S+iH/P/k+tSmnlUId6ZvWF33T+koeT0i3pG7oltTNbtvWi1uxZP8SxIfESxYs7txXFbUVeOTXRxCqCsXi0Yt9rqDrSHltOfZd2SfZ3eLu3FELC1390VV7pg9NkTsmdMSpklN4ffDrdhkT/wYcJ6swTRjax7VH08imAf07nLYMCMsG9GkwGkmqs5SifI73LJ0Eq8vD8L+h/+PvPX9cLe7qhfgTcAvYBEtxMan4qtHY6tA0RsGSkU4cGxOSnyStK+oFC2958YKjpZlaQ8rKgAoDeVaHqkJ5cRkb691ylZWfhYd+eQi9U3pjfJvxkMnIuFeukO/r+WPPY/OFzfj21m9xV/u7xB1oA8AEiwhotVKtUus2S0hM0z8hwknHneXieNFxdFrSCQmhCcj7T56ocam48GQNkSpYjBaSKSA2B392z9moMFa4FFkqhQrxoRLrb18jfK3DArh3CZXVluHbI99Cq9RiyZglksb0FHTL16Lxsyw/hQqWI2fKsOr4Fpw7Pw6AHE186DE4t9dcTO8yHT1T3HcI/6dCJ3o6WU3rMs1vF6+Vs6KitgJVpio+fb5ldEs065yHs9vIrNepE8k6EYvj9UrFRUWJFk/c8AT5u9bACBZHC4u/giUigmTX6PVEqGi1JKhVrW4cQbd8tWMjKb2bkUEWKebSJMhlttgbXy0stHCgxQKkqbpiSqcp6JvWV5I1zNWzJT7eJlhYWvN1BBUsQcogj3VYAOlWC7lMDpXctYncpzosXvoTCV8TK66e7/88nu33rOhuyA90fUDUflLZf2U/PjnwCdLD0/FMP1tV220Xt8FsNaNLYhe/TO2Xyi/hQN4BLNm/BCObjfSrIJ2jn5lCJwRfXIBTO0/FyGYjkaRzfgL5+kDRG/W4UHYBKoXKrrdJ03oDwIlTVtz22SNAza2Qy6UFclL+jUKF0hCVbo8VHkOHxR0QGxyLwieIuaJfej+8NQcYt43sc9990sZ0Vz1VKC5KSsS7GFzhTbD4Iy7S0oCjR4krSFtfCDo93fc+VYHEMYaFWn2oUPHXwiKXgw/kbR8yFJP7kSzRTz8l+4tqz+DCeiuMjfEnWSKQNIKvs/FDBYtG4d7CIlVcCCcYd24Bn3oJibiwPAXFukMukwck9mDT+U147NfH8M1h6Q3gLusvY8n+JVh7eq3d9kd+fQQ3fnUjsvKz/Dq2oV8Nxa3f34r159Zj9vrZfokLdxYWX1OaASAtPA09U3q6LErnazG6LRe2oNOSTpj601S77a1akf/NFdFAHolvSU31LSjy30xDCBbhmMKU+5tvBt55B3j7beDhh6WN6SiwqbgoLwf+PLcX+VX5/Io9Lk5alVuKY20Pir8WFgBo0YL8f/IkcOEC+bkxuIMA52vAGEp6oZ05b4TBYEvkEC1Y1M7WfFfuttxc8r8vDTABz/VdrhVMsIiAChaZMZxPv/PXwiLmAqCv1VnrYLaYAz6uqxiTQJBdkY09OXucev4AwL4r+/DB3x9g4/mNksel/Uf0Rr3ddn+EhRBh+vjwpsP9cgnN7DkTF2ddxH+H/Ndue6CO1RFhNWYpuHMz6XS2wFucHg3AZnVhiIdmn5XWlMJitWDE1yPQ+sPW+Cv7L5/HjAyKBEDi4Oj3XmQoQoWxHLNmWzF3LgmYlIJjzBUNugSA/h+Ox7u73vW7tgmdVA0G8o8SCMHStv7WpVYWoPEIlp4pPfHaoNcwueNkAECh8m8AQFWFBsfqy3eFhdl6InkjQhuBaZ2n4eFuD/PVyqm4uJBjQJWpClbOKskl5KriNRMs1ylUsFiqIwAQ33CQgwHDU6CpK6QIC+H+Ysf1lIUTExyDlLAUpwZk7njzrzdx+8rbseHcBlH7v7jlRfT6tJdLK4o/KcjuBEsgegkBQPckW5bRDak3+DVuTHAM0iPSnc6xP4LlXOk5vL3zbXyR9YXTa74+UFz1EqLQvixUsPgSv/JvJy4kDpdmX0LVM1VQyBU4U3oGJ4tP+tVdOkQVAoWM1Nynq/Z719yLyAWR+PLQlz6NeWPTG/FC/xcwrOkwAMTNwNdEqYpHVFCU37VNdDqbu0ZoZQmkYDl2DDh3jvzsS4B4Q9ApoROe6/8cbml9CwCgRlEAhJAP/Xt9z1Gx1hWAPDuW3rwU7498n7+OqBh8f9Ny6Obr8NWhrySlNLtauDDBcp1CBUtdZQQA1zVYhNYQMYhJ71Ur1PwFKVawNItqhk4JnRAX4r4C06xes3B5zmWn1b87/rr8F1YeX4mL5RdF7e+uXgrgX1Vat4IlAL2EAGByp8kIVgUjXBOOuzvcHbBxhfgjWE4Un8DjGx/Hh39/6PSaXCZHdFA0v/oWi6uVFYUXLHpiamneXNrxMsj3khaexgvDQKQ1y2QyJzcDLfnv67jDmg7DK4Ne4QULIGhYaIhHZFCk3+XuZTKbdYa6KwD/05oBe8Fy+LD9tsZGaU0pEHcUALByJdnWsqV/Y1JxUVVGnr2h6lBpFhZBDAt1MzZGwSI56Hb79u148803sX//fuTl5WHNmjUYN24c/3pBQQGeeuopbNiwAeXl5ejfvz/+7//+D809PO2WLVuGKVOmOG2vqamBlkrya8hNzW9CfEg8EvLJHeCqyu0DXR7Ag10fFJ2m2j2pO44+fNTjPrSzcpWpSrRg+XjMx6L2k4LkwnEufKwUf6rSUsFSaayElbNCLpPDYrXwgtLfDJmUsBRsmbwF87bNw4IdC7Bz6k5Umip9qsx6vOg4Pj/4ORJCE/CfPv/htzdEXAxAAnKndp7qtN0bniyDjnU8brjBaReGBMwWMy8w/BEsAHELldSU8OMFQgg5wguWegvLwXqR4W9w7IULtrRjg4Gk4wK2zDRfaNGCuLAqK4EjR8i2jh19Hy+QmC1mnCg+gSpTFfqk9iHfVfwR4MJQHK2fAqQ2AaVZYrEhsVAr1II0dPKMCFWHSophiQqKwpo71iBIGQQOHGSQ2cXFLBy5ENXmar4i+LVCsmAxGAzo2LEjpkyZgvHjx9u9xnEcxo0bB5VKhZ9++glhYWF45513MHToUBw/fhwhIe4nlLCwMJw6dcpuW2MQKwDps3BPh3vw1Vfkd1cWFoVcRFtUASHqEKeS7a54oMsDsHLWgKWr+oIYN5MQT0G9/lgtqGDhwMFgMkCn0dlNtIFoUpisS8avZ36FQqbAkjFLEBsS69M4l8ov4a1db6FLYhc7wTKt8zRMaDPBpzE9CRZfEYpAjuPsBPfwEVZQI2xYuBXdujGDrC98vP9j7MrZhSGZQwCQxp+OTRGlQi0s1LJCS/5HaqVZ2CgGkwGX9Zchl8nRIppEsPICQp+KSG2k5GwWVzgWeaN1fkJDfWv8R1GrgfbtgYMHye9xcf4dZyAprSlFx8UdIYMMdS/WEcGSvh3YPYffp4P3vrJ2tF3UFrmVudg/fT+6JHbhrSG1FSQjKUih491uYlxCaoUa41qNs9smtLBM7zpd2gE2EJIFy8iRIzFy5EiXr505cwa7d+/G0aNH0bbeHrdo0SLExcXhu+++w/333+92XJlMhgR/bIJXAXcZQg3JO8PfCfiYf176E09sfAKtYlph2bhlXvf3udKti1W7Px2Qg5RBUMgUsHAW6I166DQ6VNSS2gZKuRJapf8Cl2ZCWTiL0wQuBSowHcWFSuH7ZNWQgsXCWVBTV2P3HSclcRg3/Qh++aI13ljAQaNhgsUXtlzcguVHl/PfW3JYsl8xLAAwruU4dE3simRdMqyc1W+X0Ppz6zH++/Hok9oHf00lAcF8zFJZE0QGRUquF+IKd4IlNVVc4z9PDB9uEyxjxvg/XqCgbloOHMpqyohgydgLldoCs4ksdIcPlzamu2q3Zj35W8aKCHAcqc8S69uay06wcFzjOJ8BrcNiNJICY0LLiEKhgFqtxo4dOzwKlqqqKqSnp8NisaBTp0549dVX0blzZ49/i/49ANDr9W739ZdcPbGt5RfGA1C6tLCcKDqBF7e+iJigGHw0+iOvY+7O2Y3fz/6OjvEd+WCsQNBuUTsYLUZsuGcDMiNdR50ZzAbsyd0Dk8Ukakw+3iYAlW79ybyRyWQ4N/McdBodv8IM04Rh8ajFqK2r9VlcCBHWxJn+83TEBMfg9SGvS55gGkJceBpzwY4FWH9uPR7o8oCkSpQhqhA80ecJ6NQ6vjkhRSFXYM2S9uAWN46H1fVKWhiZpWlmULJOYmMXFzzX/zn+54raCj5bRGoME8VV4Us7waKNCkj2jaNgoa4hf9xBlEceAb79lvS+efpp/8cLFGqFGpHaSJTVlqHQUEgES1AFZr5+GBu+7IznngM8OB9c4pjVRd0+deVk0a8vDOe3i61Fs/rEapRUl+DW1rciOjiaFyxmM7DmwDYkxWvQK6WXtAMNMAEVLK1atUJ6ejqeeeYZLFmyBCEhIXjnnXeQn5+PPBpZ5eZ9y5YtQ/v27aHX6/H+++/jhhtuwKFDh9zGvsyfPx/z5s0L5OG7ZfR3o5GVn4VRFy8BSHNpYakwVuCH4z8gM0JcaPquy7swb9s8TGw/0aNgqTRWospUhXBtuCgLx7myc6itq/XoovK1yJ3U5oeuYli+G/8dymvLERvsm+xPj7Bf3oVrw/Fgtwd9GssVwlozSw8uhVqhxvyh8yWP405cfH7wc+zN3YtbW9/q1A9G7Jhmqxkmiwlqha0oypHCI9hycQtGNZfWQkAmk+F/N/7Pyz6ShmQ4QK/Z4upidEroZNcVNxBQ64pWqfXZyuhqkZGRSVyCoYaOUNQq+FTkQLqEqGBJdS4tJJnUVODsWcBkki4AGpq4kDhesKy4bQUKDAVoFZOOtx73bTxHCy5v9aqOAUzBKM0jdZ6kiMtZv89Cjj4HXRK7IDo4GhoN8SYUFwPjl85EZMZllD5V6tsBB4iA2nhVKhVWrVqF06dPIyoqCsHBwdi6dStGjhwJhcL9BNqrVy/cc8896NixI/r164fvv/8eLVq0wP/93/+5fc8zzzyDiooK/t9leuU3ADSos6qcWBhcCRbJIkBkE8DR341G0jtJ+OW094Z2Vs7KH2sgS/NLbVjYObEzXuz/IiZ1nOT0WkxwDJpFNXPbF+hao5Tba3ixqd+OOAYIUzZd2ITF+xfjSOERyWMK3WiOYrDSVAkA0GmkF6RzR3ltOX46+RP+vPRnwMb8N5IeTmaT1rGtcfDBg6LcsN6wWC28e0GtUOOBLg/gnvb3+DweFcOVxkp+W/NmZHqoKglD9jly7cXH21KTfYEKFvq4FrqEAoFK1fjECgA+a7PQUIimUU3RJ7WPXwHS/POl/r6PiADCw0l2z7CY6Si4Qp7VUtx3rhZZ/PdSkXrNM4SABijN37VrV2RlZaGiogImkwmxsbHo2bMnunXr5v3N9cjlcnTv3h1nzpxxu49Go4FGownEIXuFioDKcvL3PKU1B7JwnNRxhbU0PIkLqceaOzcXNeYa0Rdsh/gO6BAvMYpMJIv3Lcah/EOY0nkKeiT3QI4+B6eKTyElLAUtY/zMDQSc2iT4KlhoOW4OHKpMVfw4/mQJqRQqbLx3I4JVwU7vpxONLxV0c/W5KK0pRVp4mp2QPFl8EuNWjENmRCbOzzoveVwGoV0cSQE5XnQcNeaagJQ3f3Pnm3hm0zOY1HESvhj3hd/ZgY79bgAgMhIIDwcqKoCtW8k2f+JXAJtgKS+39f4BAuMSaszQ/mkFhgIve4rDVYmHjAwZDh0CZrV8F+vW0W3ix3QnWA4eBKBPRbDqtL+H7TcNFkUXHh6O2NhYnDlzBvv27cPYsWNFv5fjOGRlZSGxMXSuglCwkMksIBYWkW4WKjxcNbxzRPi3PT0UpR6rUq6ETqOTnAnliuc3P49nNz2LQkOh951d8PPpn7F4/2IcKyQlItedXoehXw3FU3885fexASRuQxjL4atg0Sq1vPihgcGAbUXka22XoU2Gok9qH6c2Cf5YWMZ/Px4dFnfAtkvb7Lb7k4LOsJEWngaNQoM6ax0O5B0IyJjxIfUTYFVgJkCaXVRbV8s/78pry5CQSix5mzeT/fytHhsaagsCPXMmsC6hxkxCCIkt2Zu7F89teg7Lspb5NV6Y2lmwUDF56ZKt2m8gLSyBtN76imQLS1VVFc6ePcv/fuHCBWRlZSEqKgppaWlYuXIlYmNjkZaWhiNHjmDWrFkYN24chg2zFSSaNGkSkpOTMX8+iQ2YN28eevXqhebNm0Ov12PhwoXIysrChx86F8i6FlBxUV5KJglXFhYqLCycBWaL2WvfnQaxsNSLGo1C4zFIVFjVkNYzCSTGOiPOlZ2D2WJGxwT7Ygjv7X4PBrMB93e532NxO3c4riyoGAiki+nS7EtYc3INZv0+i7eUSEUmk+HAgwcQqg5Fos4mvGndDLqiDRT+WFjog6ihWh7825HJZHiw64P48O8P8dvZ33BDmv8FbYQr9rKaMshkMoRrwn0OPNdpdJDL5CTjqKYMibpE/HX5L5ySlQO4B1u2kP0CUe24ZUugqAg4cYLEnABAs8CG9TQ6RrcYjfjQeJgtZryy/RW0jW2L+zrd5/N4fdP6os5ah47xtudrahqJObpwgcOlS+Q6kCIwHQN5AYFg0af69GwJNJIFy759+zBo0CD+97lz5wIAJk+ejGXLliEvLw9z585FQUEBEhMTMWnSJLzwwgt2Y2RnZ0MuCF0uLy/H9OnTkZ+fj/DwcHTu3Bnbt29Hjx49fP1cAaW2rhbggIoyYmHwZGEBiLgIV3ie6GhXZW9xIVIEixQRFK4hQbzGOqNHa4zBZMD9P9+PIGUQPh7zsVOMhyvOl51H20VtERUUhZInS/jtVs7qV2l+wLayoKZr+n+EJsKn8VyRGm7z1/pqYQFsrgAh/gqWVcdX4bL+Msa1GoeMiAx+uz8WFmG8jRB/qhIz7Hlz2JvolNAJAzIGBGS8hFCyYs+vysf//vof3vjrDczpNcfnMghymRyP934cWqUWGiVxfZfXlgMJh4AjttiY9u39PnS0bAns2AGsX08yetTqxtP3p6EY3mw4hjcbjqUHlgIgRSr94d6O9+LejvfabeMiLgBoisWbfoflIik9EgiXEIDr18IycOBAuw6hjsycORMzZ870OMZW6hCt591338W7774r9VCuChzHwWgxAqZQmExEtbqysNAy+lbOSgSLlxW/ZJeQi14vjsggQ/u49l4vrFB1KMqfLvc6HkAmwuVHl0MGGT69+VNR73GXISP8DL66GWjaJq3s2RAWFsBmbfBHsLiCHq+vguV/O/+Hvbl70TSyqZ1gUSvUUMlVPokLunJyZ2EJREG+fztqhRpTOjtX8/YV6hIqMhQhp5JErvpisRSy4MYFdr+X1ZQBSX/bbQuEYKEVaL/+mvzfrBmpF/Jv4ETRCQBA65jWXvaUTkQCyRarvdAZ5mqS3SfF1ebYsRuwt7A0hoVLwINu/2lYOAtmdJ+BotwQrACJkA92oTFkMhkqnq4gxc1ExHosGLoA/+n9H6SFe84RlGJhaRnTEocfPux1PylQkRGkChJtbqaCyWQxwVhn5FdswhvB14hzmg5dVF0EwGZh8dV144qXtryEbH02tt23TXSauiu+OfwNDhUcwm1tbkOP5B7gOM5vC4s7MXhh1gUA8LiYcIdjxgGlIXopMQJDXEgcaU3BWXAwj1RLS9L52OTHDeW15UCarat0XBzQpo3/4zrmX/Ts6f+Y1wO5+ly8s5tYwNrE+nciOY6DwWyAyWLis41i0kk8k7mMWN+aNgWk5KVM7zodI5uNRPt4myqlQdKKygzc0XqiX8ccCFjpSi8o5Ur8303/h8c7vwGAWFfczduh6lDRgamZkZnomdLTLr7BFd2Tu2Nqp6nokXxt3GNSU5oB+zgK4aqdTrLBqmCf42Zigok/rri6GIDNxRJIC8snBz7Bsqxl0Kl1SA33PRrwhxM/4M2db9oFWhY+UYhzM8/xK2SpeCtI50sMg7umkszC0nhRKVT8YudYEQlATw3zL3K1rKYMp4pPochAFgNltWWAog43P/812rYF3n47MJaQzp1J52bK4MH+j3k9MGCZzR3YJbGLX2P9ePJH6ObrcPN3N/PbNLE5gNJmxZban6hHcg+MbzOeb80AEAuLVgtY6hRorxnj1zEHcxR/MAAAMWRJREFUAiZYRHItyvIDwK2tb8WnYz+VVL1UDBNXTcQNn92Ak8UnPe7H9xGSkIqpkCv4SU44CQYiJoL29qEP1YawsNCAabPV7Nc49JioG0gmkyEqKApNIpv4nHHVEBV0qcB0tLCMbjEai25ahDvb3Rmwv8UIHHe1uwvTu9h6vPib1v/Ir4+g1Yet8M2RbwDYFgO9hl3G0aPAPb6XebFDqwUee4z8nJ4OOLSk+8cysycJlegQ38FvweJqkaE327vwuvj3JwCQKrm0duuCBcBvv5F09GsFEyxeqLPWoaCqANlXyMTtKn6F8sLmF3DnD3fiSIH3omBL9i3B2zvfRo4+J1CHip9P/YxWH7TCgz97r/z695W/sfPyTpRUl3jcT2qVW4orN0MgVuz90/vj7GNnsfW+rQCAWT1nYcHQBeiU0MnnMR2h6chPbHzCrzRUXrAIalv4S6jKWbBkV2RjyJdDcPfqu30as1dKLzze+3Hc1Owmu+1dErvg4e4PY1DmIDfvZFxL/jvkv5jTmzTQC1GF+NRVXAhNbaaNFBsqow0AXnsN2LYN2LkTCPK/LM11wWM9HsPWyVvx68Rf/W4jQp+vwmdLeW050Oon/vdx46SNebH8IlYcXYHNFzbbbU/KJH/jk0+Am24C/ryGdSRZDIsXzpScQZtFbRB84GkA8z1aWH47+xv25+3HpI6T7PyArnhr11s4W3oWvVJ6eYwYt1gtqDZXw8JZvD44iqqLcKrklKjS32JjY3xxCQHkhsqryrNbAXRO7IxTM06hzlonaSwhoepQhEbZLDS3tbnN57HcQS0s2y9tx/Gi4z6vhqibilpYThafxPu730ezqGZ2HZyl4Cowrri6GJsvbPY5hmFAxoCAZa8wri5bL24FAHRM6Oj3JEgFCw1ov7PdnWgT2wbdk7v7Na4rZDKgf/+AD9uokclkAbvPXFlYymrKgO5fYliTEbizx42SA6S3XtyKKT9NwU3Nb8LgTJuf7nLoGgD38b/3uobthJhg8QItoiSvIRH4niwsDZGC/MPxH3DnqjsxMGMgtkze4nFfYYCsN8Qeqy8uIQB4oMsDqDBW2DV60yq1dv7RxoowddsfV5OjheVs6Vks3r8Y3ZK6+S1YhCnI/tRg8cS+K/ugN+rRJrYNn0bLaFx0T+qOR7s/GpDK0jR4k/Ymur3t7bi97e1+j8sIPELBQrvKd07sjFvaF+GeDpW41YckJFd1WAAgKDOL/zk11fMc2NAwweIFm2AhphVPFhZfyuh7EwINIYKkjDu6xWiUPVUGi9XidUwhvk7IYpi3dR5yK3Px8sCXcbTwKOJC4tAhvkPACuAJy/P7k9bsaLb1N6UZAO5qfxf6pPZB06im/DZ/+wiZLWZcqbwCo8VoJyhf2PICfj/7Oz4f+7lfRa4YDUfXpK7omtQ1IGPRkgFUsDAaL/TZQstohKhD8FC3h/BQt4d8HtNdfJw8bTcQnwUUdEJ92bVrBhMsXqCCBdVEqXhSl1R8iKmZ0hCVbvkxlYETLEq5MmA+7C0XtmDThU3oldILo1uM9nmcTw58gtzKXIxpMQY3L78ZcpkcpudNgH8WcR5hlWJ/als4uoQCERPQKqYVWsW0stvmr4XlcMFhdPukG1LCUnB5jq2JKKt0++/C0SW078o+hGnC0CSyiaiCkYyrR7AqGAqZAhbOAr1RH5D2Ge4ES5VZD9wzEgva/45Zkzq6eutVgwXdeoEKFq66Ptc9ABYWi9VCitGhYUrzB9Il5Cs0RTK/Kp/ftu3SNrz+5+tYd3qdX2PTTCGazhkTHBOQPkeUL8d9yf/sLe3cEzc2uRFZD2bhu/HfARAIlgBW5QX8t7C4S2tmlW7/XUQHk9VYSXUJrJwVPT7pgZYftPQamM+4+shkMkxsPxFTOk3hn33V5mqf6jBR3AmWSlMloMvH4BvNbkt6XC2YbPYCFSwWA1l9eIxhUYoTAbzVBt6DWRvCagOQ1biYFfmvZ37Fjyd/xID0Abi7g/gslBe2vIAP//4QL/R/Aa8MegWAoCqtnynItHgcFSz+Vvh0RK1QAyAxN/4ca2RQJG9mBwJjYSk0FGLd6XVQypWY1HESANsDxlcLCxU6lcZK3h8uHJfVYfl30CSyCR7t/ijSw9NJbATI5NcQWUIM//nyli/tfs94LwOlNaU4/PBhnwrTUSuNk4XFz+dLIGGCxQsmiwkAYKmKABAYC4vYrspSxgSIEMiIyOAndE8svXkplt681Ot++67swycHPoFcJpckWFzWCaj/2d8ibzQAlFb4DLRgyavK4/+Ov5kXQgIhWC6VX8K0tdOQGpbKCxaL1UI6avv4QKHfFQdSPZOutBqqPQGjcZISloIPbvoAAOkHBpDnD61UzWi8cByHstoyWDiLz/er0MJCFy4cx/Eu58ZgaWWCxQvpEemY1GEyvhVhYXl9yOt4ZdArXi0c4dpw7JiyA7V1tV4DRaUIllcHv4pXB7/qdT8p8FlCPqQ1A/aCJVBF3mgPHWph8bf+hCPdk7rjwqwLTs0ApWKxWvDWzrdQVF2EVwa9guIaUp1XaHWRChU7wvoLT9zwBB7v87jPhe6ClEF8Hyy9Uc8/mPjvK8B9mhiNn7xKm2hnNE44jkOVqQoymQwyyPhyEb4uiKKDorF0zFJEBkWCAwcZZODA4Y2hb6DSWOnXcytQMMHihV4pvdAuohe+JIYWxHowXohVoGqFWnSL+TBNGCa0mYAgVRCsnDVgmTBikZIqLcRV9dRATYBNIu173DePau7XeI6oFCq7xoK+IpfJ8dLWl2C0GDGjxwx8Oe5LFBgK+OBGX6API71RD4vVwvuvZTIZ78qSikwmQ5gmDOW15USk6YhlkboumYXl30NJdQkKDAU4U3oGABMsjZkpP03BF4e+wJs3vom72pFK6Eq50mcXrkapwbQu0+y2yWVyPN7ncb+PNVAwwSKCIlIFHlotEHKV3flhmjB8P+H7gI+75sQafHzgYwxIH4Cn+z7tdj8ayOtrpVs7C0uAYlgcBUtjre0ik8kQExyD3MpcFFcXIyMiw+8W7UKxpzfqA7bq0al1KK8tt/u+Ft20CHqjngmWfxFDvxqKrPwsjGw2EgATLI0ZWjen0FDIp6JHaCMC6sZubDDB4gWTxYTsKxYAQYiJcd/4EAB2ZO/AF1lfoF1cO8zqNcvtfpcrLmPViVVIDE3EHe3uCNixTlozCceLjuOtYW9hYMZAj/te1l/G72d/9yoe/Kl0C7hxCflpYemW1A37p++HyWLC6hOrA1qWP9DEhsQitzKX733kL2qFGkHKINTU1aC8thyRQZGY+dtM5Fbm4tm+z/pck2Nq56moMlXxzSXVCjUe7v5wQI6Zcf2QFp6GrPws7MndAyDw7lZG4BB2rqftFPwNkN6RvQO5+lz0T++PRF0iKmorcLL4JOJC4pAZ6Xvn+kDBBIsXPvr7I8xetAHALx7dQQCpZLr04FLc1Pwmj4LlRPEJzFk/Bx3jO4oSLFbOitq6WmgUGo/pu8eKjuFA3gFR8S6iS/P76BLii6bV2mItfp34K0pqStA6xocyjAKCVcF8ufxeKdewTrQIEkMTkYUsXCi/gOk/T0dcSBxeGvCSXa0XqURoI1BTVcMLwD/O/4ETxScwo/sMn8d8eeDLPr+X8c8hLYx0gG4d0xoD0gc0SFl+RmCgyQaFhkIUGgrttvnKnPVzsO/KPvx8188YrRuNPbl7MPzr4egQ3wGHHjrk9zH7CxMsXjBbzYCBKBVvgqWhyt0nvJWAouoiHH34KNrGtXW7n5RGhZKPVaKFJSMiAzO6z7BT5U2jmqIpmnp41z8P2prg7yt/Y1nWMmgUGrw6yL/A6AhtBPKq8visI1roi5qIA0FxdTGOFBxBfGi8TymSjOuT9Ih0AMTS8vqQ16/x0TA8QetRFRoKERMcg1tb34pW0a28vMsz1ELTkM8Wf2CCxQtmixmoFidY6KQu1mohNi6EChux4iKQguXb8d+i0lgp2dSYGZmJ/7vp/yS9558IbWy58/JOAGQi8NfHvHDkQtRZ69AhvgM4jgvIQ6XKVIXSmlKEqkMRFRSFXZd34eblN6N7UnfsfWCvX8fLuH6g8WBHCr13nGdcW6g1pchQFLAGpo6Chbqa/EkUCCSs0q0XfLGweCvyJkVYADYhRONJ3CEl3oQ/Vi9jRmgjkBqe6newaKWxEi9sfgFv/vWmX9UYrzeSw4iF5XTJaQC2Faw/DG0yFCOajUBUUBQMZgOfzuyPYJn520ykv5eOJfuWAGApzf9WeiT3AAAcLTxqV6Wa0fgQuoQCBa3C3VgtLEyweKHOWifawiI6LkRiIKtU940YISTWGuQPxdXFOFF0AjXmGhQaCvHan69h3rZ5/+godkduan4T9t6/F0/0eQIAkB7uv2ARQldAaoVaciaXEBpzRNPQWdG4fycJoQl8jNmc9XOu8dEwPBEXEoexLcfi7vZ3o8hQBCtn9XtMJwtLbeOysDCXkBeIS4hkTnh1CTWA60bsuBzHSYqNoX/b20X+0paXUGmqxKyesyRbB7os6YLL+svYc/8eKGQkWPjfVuY7SZeEJF0S3vjrDQBAy+iWfo95MO8gDuYfROuY1vz3GKmN9EsI0ro5VKjwVYn9TEFnXH9smrQJXx76Ene1v+taHwrDA6HqUPx4548AgA4fdcDpktNYf896v1xDjT2GhVlYvNCgQbcSLSyeXE111jok65IRExwjSgh1SewC64tWnHnsjMf9Pj34Kd7d/S5KaqQ3QKMpsiXVJSiuLrbb9m/CWGfEn5f+BGAzufvD6hOrMW3tNHx9+GtUmiqhlCv9fqA4WlhodhezsPz7SNQl4qm+TyEtPO1aHwpDBBzH4XzZeRgtRr/r5ri1sDSCKrcAs7B4pUN8B4TUZcAA74IlMyITl+dc9ioYJnecjN4pvZGkSxJ1DGKEkEqhQvacbFHjARC9Gve1Dgtg6/5aXF3M/z0a2f5vIrcyF31S+2Dd6XXoltTN7/F433V1Ifqm9YXpeZNdQ01fcKybwywsDMb1wZnSMzCYDZBB5neM3KDMQVg6ZimaR5Pq4RPbTUS72HbontQ40tuZYPHCpI6TMKNeJ3gTLCqFis8K8URmZKakIjy9U3pDKVdekxWPr3VYAIGFRWCd+TdaWEJUIYgLicNfU//iO6L6g2OwnUwm8+n7EUKDa+nKigbdMgsLg9F4eXnry5i3bR4AUjZCq9T6NV6b2DZ2ZQwmtJ2ACW0n+DVmIGGCxQtGI1BZ3w7Hm2BpKDyVzvcVk8WEu1ffjWpzNVZOWOnSKsRxnF8WlpggIk6oO0i47d9EfGg8Ph7zccDGa4jsgOggYg0rqSbi8u72d6NdXDv0T+8fsL/BYDACi9Dy0T/tn3+vMsHihYJCKwA5lEogIsL7/v9Z/x9Umaqw4MYFbgNM159djxx9Dvqm9UXLGP+DMAHgTMkZ3LvmXiTpkrD6jtVe91fKlfjh+A8AAIPJ4FKwCN0MvqzghS4hmsr8b3QJBRoqWAqqCvC/v/6H3Tm7cX+X+3FT85t8HrNJZBNM7TQVTaNIYb+RzUdiZPORATleBoPRMAxpMgTNo5ojryoPj/Z41O/xzBYz/rr8Fy5XXMY9He7B3ty9iAyKRNPIph6rrF8tmGDxwkMrXgDwOoLCDZDJvJvzF+9fjGpzNZ7u+7RbwbJo3yKsPbUWH4/+WLRg4TgOVs7q9qIpqy3Dntw9otNm5TI5tEotautq3cbGCGu0+GRhEbiEFt20CNO6TOP7XzB8h9Z2Kastw/pz67H5wmaMaDbCrzGbRjXFp2M/DcThMRiMq4RWqcXhhw9DBhk0So3f45mtZgz6YhAAUu+p16ek9UnZU2WNIsOTZQl5wVBBLA+6CM8F1ihiCrJJTWt+ffvrUL6qxGO/PRawMQHvBelo/IpSrvSp902XxC6Y0X0GRjcfjdiQWPRI7tEoGmhd70RoI/jYkl2XdwGA6ABusWy9uBVZ+VkwWUwBHZfBYAQWrVIbELECkPmDLip35ezix28swffMwuKF6nJiVdFFisvCEFOQTaq4UMqVsHJWj2P6EhwbrApGWW2Z23HjQ+NxYdYFnzNQ+qT2QZ/UPj69l+GZz8d+jnBNOG76lriBUsNS/R6zylSFkuoSxIXEYciXQ2DlrMidmxtwMcRgMBovGREZKKou4tuJJOuSG02xT2Zh8UJ1BRUs4laaYlKQpQqWhrDaCPd1d6xKuRIZERloFeNfQ63aulo8vuFxvLf7PVI5mOE3t7a+FW3j2sJkMUEuk/M9YPyh7aK2yHg/A1svbuULCtJgXAaD8e+ApkbzgqXeBd0YYILFC7UVoQCA8KjACRaDyQAAolNcpYggKbEmYgvd+UN5bTlWHV+Ft3e9jZe2vsRXvGX4z9HCowBIwKy/ac2Aza10uOAwAJLSHChTM4PBuD6gcZDUJdSYLKzMJeSF2goSKxBIweKrhUXMmFLqfHiroHu65DQ+2f8J0iPSMaPHDNHjCum5tCff+K9tbNtGY1q83qkyVWHBXwsAkDo9gYA+mPbn7QcAFiDNYPwLyYjIsPs9M6LxxB0yweIFYyURLJHR4lwZDSFY6OrZU2l+mUyGCG2EpEjuTZM2Qa1Qu808Olt6Fm/teosEz/ooWLoldbMTLIzAoFaoYTAZoJApfP5uHEnWEdMvNQU7PrgYDMY/H8f7njbDbAwwweIFrZFUrk1PEicuPhv7Gayc1ePq9Lvx36HSVCmqKi4gTgRN7zod07tOFzUexZsbgQokf7oA90vrh2+PfAsAGN5suM/jMOxRK9T4c8qfKK4uRnxofEDGpIIltzIXQOA7SzMYjMZPj+QeeHf4uyioKgAHDj1Tel7rQ+JhgsULYwdk4mAYMLyruMBTMSJE6sSdEJqAG5vciGZRzSS9z1/8qXJLmdJpCrZe3IpKUyVubnlzoA6NAUAhVwRMrADg+4dQmIWFwfj3ERcSh9m9Zl/rw3AJEyxe+PDDa30EpAHjhns3BHzczw5+hg3nNmBCmwkY32a80+t8IK8fAZ0apQbLb1vu8/sZVw+h6fflAS9jUOaga3g0DAaDYQ/LEgowv5z+BY9veBw/n/rZ5esGkwGfH/wc3x/7PqB/940db2Dol0Ox8thK0e/Zf2U/VhxbwWeFOBIIlxDj+qFZVDMMzBiIj0d/jOf7P4++aX2v9SExGAwGD7OwBJhtl7bh7V1vAwDGtBzj9HqhoRBT105FsCoYt7e9PWB/93DBYWy6sAmjW4wW/R5vsTG+pEozrl9UChW2TN5yrQ+DwWAwXMIsLAFGrAiQYrUori5GxBsR0Lym4Qt6BWJcb8caiBgWBoPBYDACAbOwBJiGECxapRYVxgoApGqsq/cazAbJ4/LHWuf6WGf2nIkJbSYgXNs4+kgwGAwG498LEywBxltDQX+aFNL3u3ovXzhOJb1wnDtxFRMcw3dcZjAYDAbjWsJcQgGmISwsCrkCGoUm4ONejdL8DAaDwWAEAmZhCTANIVgAklpstBjdVruV2p9IeAzujvWbw9/gXNk5jGkxBp0TO0s6XgaDwWAwAgkTLAGmoQRLsCoY5bXlbsdVyBVQyBSSxr2l9S0of6rc7Xu+OfINfjv7G1LDUplgYTAYDMY1RbJLaPv27RgzZgySkpIgk8nw448/2r1eUFCA++67D0lJSQgODsaIESNw5swZr+OuWrUKbdq0gUajQZs2bbBmzRqph9YoGJgxEEcfPoqVE1zXQ+mf3h/Lxy/Hk32elDSuNyF04tETML9gRucE8cJCq9QiXBsOlULl8nUayCvFasNgMBgMRkMgWbAYDAZ07NgRH3zwgdNrHMdh3LhxOH/+PH766SccPHgQ6enpGDp0KAwGg9sxd+3ahTvuuAP33nsvDh06hHvvvRe333479uzZI/Xwrjnh2nC0jWvrtkR/ekQ67mh3B4Y0GSJp3F4pvTA4c7BHC4pMJgtoN2TezSQhkJfBYDAYjIZAxnEc5/ObZTKsWbMG48aNAwCcPn0aLVu2xNGjR9G2LenMa7FYEBcXhwULFuD+++93Oc4dd9wBvV6P3377jd82YsQIREZG4rvvvhN1LHq9HuHh4aioqEBYWJivH+lfxZXKK3hpy0tQKVRYNGqR0+utP2yNk8UnsWXyFgzMGHj1D5DBYDAY/3jEzt8BzRIyGo0AAK1Wy29TKBRQq9XYsWOH2/ft2rULw4YNs9s2fPhw7Ny50+Pf0uv1dv8aA6U1pZi3dR5e3vqyy9cP5h3EquOrcLzoeMD+psFkwPCvh+OWFbfAbDGLfl+1uRpLDy7F14e/djsuwCwsDAaDwbj2BFSwtGrVCunp6XjmmWdQVlYGk8mEN954A/n5+cjLy3P7vvz8fMTH23edjY+PR35+vtv3zJ8/H+Hh4fy/1NTUgH0Of6gyVeHlbS/jjR1vuHz9i0Nf4LaVt7kVCb5QaarEhnMb8NPJn6CUi4+jpkLEYDbAlaGNxrCEqkMDc6AMBoPBYPhIQAWLSqXCqlWrcPr0aURFRSE4OBhbt27FyJEjoVAoPL7XMfaC4ziP8RjPPPMMKioq+H+XL18OyGfwFxpjYrQYYbFanF73NUvooXUPIfp/0Viyb4nHMaXEsNBgWitnRW1drdPrVaYqu/0YDAaDwbhWBDytuWvXrsjKykJFRQVMJhNiY2PRs2dPdOvWze17EhISnKwphYWFTlYXIRqNBhqNJmDHHSiEVWlr62qdJntfKtICpHJuaU0p9EZn15evIkh4DAazAUEq+55Be+/fC4PZgITQBEnjMhgMBoMRaBqs0m14eDhiY2Nx5swZ7Nu3D2PHjnW7b+/evbFx40a7bRs2bECfPn0a6vAaDOGk7yoF2ec6LEr3ac001kTqmAq5Alql1m4MIR0TOqJPah+oFWpJ4zIYDAaDEWgkW1iqqqpw9uxZ/vcLFy4gKysLUVFRSEtLw8qVKxEbG4u0tDQcOXIEs2bNwrhx4+yCaidNmoTk5GTMnz8fADBr1iz0798fCxYswNixY/HTTz/hjz/+8Bio21iRy+TQKrWorasNrGDxUIeFt9r44LoJUYWgtq6Wj1dhMBgMBqMxIlmw7Nu3D4MGDeJ/nzt3LgBg8uTJWLZsGfLy8jB37lwUFBQgMTERkyZNwgsvvGA3RnZ2NuRym3GnT58+WL58OZ5//nm88MILaNq0KVasWIGePXv6+rmuKUHKoIALFmq5cdVU0ZdOzZQQdQhKakr4eBVKcXUxFu9bjOigaDzc/WHJ4zIYDAaDEUgkC5aBAwe6zCihzJw5EzNnzvQ4xtatW5223XbbbbjtttukHk6jJFgVjLLaMpfiwl8LiyvXjbHOCBlkPqUf77l/D9QKNcI14Xbbc/Q5eGHLC0gITWCChcFgMBjXHNZLqAH4+a6fIZfJ0SK6hdNr8wbOQ35VPtrHt5c0Jk0tduW6Gd9mPCwvWmC2iq/BQnEXUMtqsDAYDAajMcEESwPgqVHgqBajfBozJSwF3ZO6o0lkE5evy2SygAbHUhcRq8HCYDAYjMYAEyzXCbe2vhW3tr414ON+euBT7M3di4ntJ2JAxgB+O2t8yGAwGIzGRIOlNf+b+eH4D3ht+2s4lH/I6bU1J9Zgw7kNMNYZA/b3vjn8DW77/jZ8kfWF5PduPL8RHx/4GIcK7I+VuYQYDAaD0ZhgFpYG4ItDX2Dd6XVICE1Ax4SO/HazxYxbvydWkuIniqFRBqbw3aGCQ1h1YhUyIjIkv5cvz+8QzMssLAwGg8FoTDALSwPAB8i6EQEAoNPoJI15rPAYMt7LQMfFHZ1e8zXzCLAJEsdgXmZhYTAYDEZjgllYGoBQFREslaZKu+00kFUlV0kOkFXIFbhUcQkRxgin13hriA/igr7HsQ7LxPYT0TOlJyK1kZLHZDAYDAYj0DDB0gBQ60ml0bVg8SXzxp3VBgiQhcVh3ERdIhJ1iZLHYzAYDAajIWAuoQaAigtHqwUVMP4IFrPVDJPFZPear72EhOOy0vwMBoPBaMwwwdIA6NT1FhY3LiGp8SuAvbvHSQiZfBdCfNCtg2BZd3od3t/9Pg4XHJY8JoPBYDAYgYa5hBoAdxYWf1xCKoUKGoUGRosRVaYqRAVFOY3rixC6ve3tGNZ0GMK19qX5vzj0BX44/gM+GPkBOsR3kDwug8FgMBiBhAmWBmBsq7FoH98eiaH2MSDt49tjyeglPgeyhqhDYKwxOgmhvx/4G9Xmap8q3YZrw53ECiDIEmJpzQwGg8FoBDDB0gAk6ZKQpEty2p4RkYHpXaf7PG7H+I7QG/WQQWa3XS6TB7yEvj+ZRwwGg8FgBBomWK4jNk/eHPAxCw2FeGvnW+A4Dm8Oe5PfTq04zMLCYDAYjMYAC7ptAIoMRXh/9/v4vz3/Z7f9ZPFJ/HH+D5wvOx+wv2WxWjBh5QRM+WmKy5Rnb1Sbq/HmzjexaN8iu+2scByDwWAwGhNMsDQARdVFmL1+NuZtm2e3/dMDn+LGr27Eor8XuXmndKpMVfjh+A9YlrUMCrlC8vvDNGEAiHCps9bx21lpfgaDwWA0JphgaQC8pTX7Gm8y87eZaPJ+E3xz+Bt+G/0bSrkSGoX03kT0WAH7Qne8S4hZWBgMBoPRCGAxLA0AFSQmiwkmi4nP3qky+ydYSmpKcKH8AgoNhfw2KjJ0ah1kMpm7t7pFpVAhSBmEmroa6I16RAaRDKZfJv6C0ppSpIWn+XSsDAaDwWAEEiZYGgChIBHWTOHrpail10sBXPf9oRYWX2qwUMI0YbxgofRJ7ePzeAwGg8FgBBrmEmoAaJE3wN7N4k9pfsAmdITCQmhh8RUaxyIcl8FgMBiMxgQTLA0EtXgIrSH+xrBEaCMAABXGCn5boCwsgE2wFFQVYOGehVh5bKXPYzIYDAaDEUiYS6iBCFWHori62C7w1p+ePwD4irR2giUAFpYVt62AQq5AQmgCAOB0yWnM+n0WWkS3wIS2E3wel8FgMBiMQMEESwPx5bgvAQBtYtvw257r9xxy9bloFdPKpzF5C0utTbDc3eFujGs1zi4lWSpNo5ra/V5WW2b39xgMBoPBuNYwwdJA9Evv57RtYvuJfo0ZHxKPZlHNkKiz9SiSy+R+uYNcUV5bDgA+9zxiMBgMBiPQMMFyHTG82XCceexMwMf9/ezv2HxhM/ql9cOYlmN4wcIsLAwGg8FoLLCg2wbir+y/sHDPQuy8vBMAUGOuwcZzG7Hvyr6A/p1lWcsw7adpWHd6nc9jbL+0HW/ufBObLmwCACZYGAwGg9HoYIKlgfj+2PeY9fssXkhkV2Rj2NfDMOTLIQH9O9subcNnWZ/haOFRn8egWUI0mLeshsWwMBgMBqNxwQRLA0ErxtLJPxBxIZXGSnRa3AmZ72fCZDEBAEqqSwCAL07nC/S9dKxyIzlWJlgYDAaD0VhgMSwNBBUmNOMmEJk3QaogHCo4BIBkCsWGxKK0phSAf4IlNjgWAGnaCABP9nkS41uPR4voFj6PyWAwGAxGIGGCpYHgLSy1DhaWIN8tLEq5EqHqUFSZqlBeW24nWKKDon0eNzakXrAYiGBpHdsarWNb+zweg8FgMBiBhrmEGghqYaGCIlCBrI7Vbktq/HcJOVpYGAwGg8FobDDB0kBQAUFjWOj//tY2CdfUV7utrQDHcTYLS7D/Fha9UQ9jnRGL9y3GN4e/Yb2FGAwGg9FoYC6hBsKdSyhQFpby2nJUmar4Crf+WFgitZHYP30/YoJjoJQrMfO3mTBbzcienc1nEDEYDAaDcS1hgqWBSA9Px9o71/KWj9EtRiM6OBrdkrr5Na6wn1CoOhRVz1ShpKYEwapgn8eUyWToktgFAMkUMlvNAID40Hi/jpXBYDAYjEDBBEsDEaIOwZiWY/jf+6X3c1muXyppYWloFtUMGoUGMpkMIeoQhKhD/B6Xkl+VD4AE8aoV6oCNy2AwGAyGPzDBcp3x0eiPGmTc7499j79z/+YtOLRzM4PBYDAYjQEmWBqQ1SdWI0efg9va3IazpWcRqg5F65jWCFIFBWT8v7L/wmcHP0OP5B54sNuDfh/rimMreJcVEywMBoPBaEywLKEG5NXtr2LW77NwKP8Qbvv+NnT9uCvOlAaueeHhgsP4LOszrD+33u+xYoJj+DEBJlgYDAaD0bhggqUBSQxNBABc1l9GcXUxACA+xL9A1t05u9FlSRfc/N3NAalyS0kPTwcAvuQ/EywMBoPBaEwwl1ADQgXL4YLD4MBBLpPzlgx/OJh/ECU1JUgLTwMAxIXE+T1ms6hmAIilZdnYZfzYDAaDwWA0BphgaUASdUSw7M/bD4AIC4Vc4deYqWGpAIArlVdwqeKS3TZ/oIKlzlqHm5rfBJlM5veYDAaDwWAECuYSakCSdckAiBsHADIjMv0eMyE0AUq5EnXWOuy7sg8AkBKW4ve4LaJbIEgZhDprHY4VHfN7PAaDwWAwAgkTLA1I8+jmdr83iWzi95gKuYIXQrRmSmq4/xYWjVKDwZmDMa3zNFwsv+j3eAwGg8FgBBImWBqQltEt7X4PhIUFANIj0u1+z4jICMi4C4YuQJWpCharJSDjMRgMBoMRKFgMSwOSHJaMlRNWotJYiRx9DgZlDgrIuB3iOmD7pe14rMdjeLjbw373J6K0jWuLpTcvDchYDAaDwWAEEskWlu3bt2PMmDFISkqCTCbDjz/+aPd6VVUVZsyYgZSUFAQFBaF169b46CPP1VmXLVsGmUzm9K+2tlbq4TUq5DI5bmtzG6Z0noIXBryAvml9AzJu58TOiA+Jx5DMIWgd2zogYzIYDAaD0ZiRbGExGAzo2LEjpkyZgvHjxzu9PmfOHGzZsgVff/01MjIysGHDBjzyyCNISkrC2LFj3Y4bFhaGU6dO2W3TarVSD+9fwbhW43BLq1v4jtAMBoPBYPzTkSxYRo4ciZEjR7p9fdeuXZg8eTIGDhwIAJg+fTqWLFmCffv2eRQsMpkMCQmsWJkYAlEojsFgMBiM64mAB9327dsXa9euRW5uLjiOw5YtW3D69GkMHz7c4/uqqqqQnp6OlJQUjB49GgcPHvS4v9FohF6vt/vHYDAYDAbjn0nABcvChQvRpk0bpKSkQK1WY8SIEVi0aBH69nUfv9GqVSssW7YMa9euxXfffQetVosbbrgBZ86477szf/58hIeH8/9SU/1P7WUwGAwGg9E4kXEcx/n8ZpkMa9aswbhx4/htb731Fj755BO89dZbSE9Px/bt2/HMM89gzZo1GDp0qKhxrVYrunTpgv79+2PhwoUu9zEajTAajfzver0eqampqKioQFhYmK8ficFgMBgMxlVEr9cjPDzc6/wd0LTmmpoaPPvss1izZg1GjRoFAOjQoQOysrLw1ltviRYscrkc3bt392hh0Wg00Gg0ATluBoPBYDAYjZuAuoTMZjPMZjPkcvthFQoFrFar6HE4jkNWVhYSExMDeXgMBoPBYDCuUyRbWKqqqnD27Fn+9wsXLiArKwtRUVFIS0vDgAED8MQTTyAoKAjp6enYtm0bvvzyS7zzzjv8eyZNmoTk5GTMnz8fADBv3jz06tULzZs3h16vx8KFC5GVlYUPP/wwAB+RwWAwGAzG9Y5kwbJv3z4MGmSr2Dp37lwAwOTJk7Fs2TIsX74czzzzDO6++26UlpYiPT0dr7/+Oh566CH+PdnZ2XZWmPLyckyfPh35+fkIDw9H586dsX37dvTo0cOfz8ZgMBgMBuMfgl9Bt40JsUE7DAaDwWAwGg9i52/W/JDBYDAYDEajhwkWBoPBYDAYjR4mWBgMBoPBYDR6mGBhMBgMBoPR6GGChcFgMBgMRqOHCRYGg8FgMBiNnoCW5r+W0Oxs1rWZwWAwGIzrBzpve6uy8o8RLJWVlQDAujYzGAwGg3EdUllZifDwcLev/2MKx1mtVly5cgU6nQ4ymSxg49Iu0JcvX2YF6RoYdq6vDuw8Xx3Yeb46sPN89Wioc81xHCorK5GUlOTUi1DIP8bCIpfLkZKS0mDjh4WFsZvhKsHO9dWBneerAzvPVwd2nq8eDXGuPVlWKCzolsFgMBgMRqOHCRYGg8FgMBiNHiZYvKDRaPDSSy9Bo9Fc60P5x8PO9dWBneerAzvPVwd2nq8e1/pc/2OCbhkMBoPBYPxzYRYWBoPBYDAYjR4mWBgMBoPBYDR6mGBhMBgMBoPR6GGChcFgMBgMRqOHCRYvLFq0CJmZmdBqtejatSv+/PPPa31I1w3z589H9+7dodPpEBcXh3HjxuHUqVN2+3Ach5dffhlJSUkICgrCwIEDcezYMbt9jEYjHnvsMcTExCAkJAQ333wzcnJyruZHua6YP38+ZDIZZs+ezW9j5zlw5Obm4p577kF0dDSCg4PRqVMn7N+/n3+dnWv/qaurw/PPP4/MzEwEBQWhSZMmeOWVV2C1Wvl92HmWzvbt2zFmzBgkJSVBJpPhxx9/tHs9UOe0rKwM9957L8LDwxEeHo57770X5eXl/n8AjuGW5cuXcyqVivvkk0+448ePc7NmzeJCQkK4S5cuXetDuy4YPnw49/nnn3NHjx7lsrKyuFGjRnFpaWlcVVUVv88bb7zB6XQ6btWqVdyRI0e4O+64g0tMTOT0ej2/z0MPPcQlJydzGzdu5A4cOMANGjSI69ixI1dXV3ctPlajZu/evVxGRgbXoUMHbtasWfx2dp4DQ2lpKZeens7dd9993J49e7gLFy5wf/zxB3f27Fl+H3au/ee1117joqOjuXXr1nEXLlzgVq5cyYWGhnLvvfcevw87z9L59ddfueeee45btWoVB4Bbs2aN3euBOqcjRozg2rVrx+3cuZPbuXMn165dO2706NF+Hz8TLB7o0aMH99BDD9lta9WqFff0009foyO6viksLOQAcNu2beM4juOsViuXkJDAvfHGG/w+tbW1XHh4OLd48WKO4ziuvLycU6lU3PLly/l9cnNzOblczv3+++9X9wM0ciorK7nmzZtzGzdu5AYMGMALFnaeA8dTTz3F9e3b1+3r7FwHhlGjRnFTp06123brrbdy99xzD8dx7DwHAkfBEqhzevz4cQ4At3v3bn6fXbt2cQC4kydP+nXMzCXkBpPJhP3792PYsGF224cNG4adO3deo6O6vqmoqAAAREVFAQAuXLiA/Px8u3Os0WgwYMAA/hzv378fZrPZbp+kpCS0a9eOfQ8OPProoxg1ahSGDh1qt52d58Cxdu1adOvWDRMmTEBcXBw6d+6MTz75hH+dnevA0LdvX2zatAmnT58GABw6dAg7duzATTfdBICd54YgUOd0165dCA8PR8+ePfl9evXqhfDwcL/P+z+m+WGgKS4uhsViQXx8vN32+Ph45OfnX6Ojun7hOA5z585F37590a5dOwDgz6Orc3zp0iV+H7VajcjISKd92PdgY/ny5Thw4AD+/vtvp9fYeQ4c58+fx0cffYS5c+fi2Wefxd69ezFz5kxoNBpMmjSJnesA8dRTT6GiogKtWrWCQqGAxWLB66+/jrvuugsAu6YbgkCd0/z8fMTFxTmNHxcX5/d5Z4LFCzKZzO53juOctjG8M2PGDBw+fBg7duxwes2Xc8y+BxuXL1/GrFmzsGHDBmi1Wrf7sfPsP1arFd26dcN///tfAEDnzp1x7NgxfPTRR5g0aRK/HzvX/rFixQp8/fXX+Pbbb9G2bVtkZWVh9uzZSEpKwuTJk/n92HkOPIE4p672D8R5Zy4hN8TExEChUDgpwsLCQicFyvDMY489hrVr12LLli1ISUnhtyckJACAx3OckJAAk8mEsrIyt/v829m/fz8KCwvRtWtXKJVKKJVKbNu2DQsXLoRSqeTPEzvP/pOYmIg2bdrYbWvdujWys7MBsGs6UDzxxBN4+umnceedd6J9+/a49957MWfOHMyfPx8AO88NQaDOaUJCAgoKCpzGLyoq8vu8M8HiBrVaja5du2Ljxo122zdu3Ig+ffpco6O6vuA4DjNmzMDq1auxefNmZGZm2r2emZmJhIQEu3NsMpmwbds2/hx37doVKpXKbp+8vDwcPXqUfQ/1DBkyBEeOHEFWVhb/r1u3brj77ruRlZWFJk2asPMcIG644Qan1PzTp08jPT0dALumA0V1dTXkcvvpSaFQ8GnN7DwHnkCd0969e6OiogJ79+7l99mzZw8qKir8P+9+hez+w6FpzZ9++il3/Phxbvbs2VxISAh38eLFa31o1wUPP/wwFx4ezm3dupXLy8vj/1VXV/P7vPHGG1x4eDi3evVq7siRI9xdd93lMo0uJSWF++OPP7gDBw5wgwcP/lenJopBmCXEcew8B4q9e/dySqWSe/3117kzZ85w33zzDRccHMx9/fXX/D7sXPvP5MmTueTkZD6tefXq1VxMTAz35JNP8vuw8yydyspK7uDBg9zBgwc5ANw777zDHTx4kC/VEahzOmLECK5Dhw7crl27uF27dnHt27dnac1Xgw8//JBLT0/n1Go116VLFz4ll+EdAC7/ff755/w+VquVe+mll7iEhAROo9Fw/fv3544cOWI3Tk1NDTdjxgwuKiqKCwoK4kaPHs1lZ2df5U9zfeEoWNh5Dhw///wz165dO06j0XCtWrXiPv74Y7vX2bn2H71ez82aNYtLS0vjtFot16RJE+65557jjEYjvw87z9LZsmWLy2fy5MmTOY4L3DktKSnh7r77bk6n03E6nY67++67ubKyMr+PX8ZxHOefjYbBYDAYDAajYWExLAwGg8FgMBo9TLAwGAwGg8Fo9DDBwmAwGAwGo9HDBAuDwWAwGIxGDxMsDAaDwWAwGj1MsDAYDAaDwWj0MMHCYDAYDAaj0cMEC4PBYDAYjEYPEywMBoPBYDAaPUywMBgMBoPBaPQwwcJgMBgMBqPRwwQLg8FgMBiMRs//AweB/C9dlLo/AAAAAElFTkSuQmCC",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots()\n",
    "ax.plot(true_traj, 'g--')\n",
    "ax.plot(pred_traj, 'b')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 57,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "0.5418169\n",
      "0.43155867\n",
      "0.10037396844036672\n"
     ]
    }
   ],
   "source": [
    "print(metrics.mean_absolute_error(true_traj, pred_traj))\n",
    "print(metrics.mean_squared_error(true_traj, pred_traj))\n",
    "print(metrics.r2_score(true_traj, pred_traj))"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "neuromancer",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.10.4"
  },
  "orig_nbformat": 4
 },
 "nbformat": 4,
 "nbformat_minor": 2
}
